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Process Maxima output using Markdown.

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# Markdown mode for Maxima
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def maxima_md(s):
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import re
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#print s
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# insert calls to tex around expressions separated by $ or ; or as a single expression per line
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s=re.compile(r'((?:(?![\n\$;]).)+)([\$;\n]?)',re.M+re.S).sub(r'tex(\1,false)\2',s,count=0)
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#print s
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t = maxima.eval(s,split_lines=true, reformat=false)
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# cleanup generated LaTeX for MathJax
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t=re.compile(r'\$\$').sub('\n$$\n',t,count=0)
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t=re.compile(r'\\\\').sub(r'\\',t,count=0)
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t=re.compile(r'\\cos').sub(r'\\mathrm{cos}',t,count=0)
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t=re.compile(r'\\sin').sub(r'\\mathrm{sin}',t,count=0)
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t=re.compile(r'\\_').sub(r'_',t,count=0)
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t=re.compile(r'\\begin{verbatim}').sub(r'$$',t,count=0)
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t=re.compile(r'\\end{verbatim}').sub(r'$$',t,count=0)
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# strip non-escaped string quotes
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t=re.compile(r'[^\\]"([^"]*?)').sub(r'\1',t,count=0)
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# remove escape chars before quotes
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t=re.compile(r'\\"').sub('"',t,count=0)
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# Maybe this just text output? Indent as a preformatted code block
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t=re.compile(r'\n\s*([^\$].*)').sub(r' \1',t,count=0)
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# hide input and output numbers (Sage makes it impossible to use them anyway.)
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t=re.compile(r'\(\%o[0-9]+\)').sub(r'',t)
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t=re.compile(r'\(\%i[0-9]+\) ').sub(r'',t)
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#print "'",t,"'"
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md(t, hide=False)
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