So, after fixing a small typo, here is the output from an example:
sage: macaulay2.eval("""
....: K = toField(QQ[zet]/(zet^8 - zet^7 +zet^5 - zet^4 +zet^3 -zet + 1))
....: A=matrix{{zet^1,0},{0,zet^14}}
....: needsPackage "InvariantRing"
....: G=generateGroup({A},K)
....: P = molienSeries G
....: """)
sage: macaulay2('P').to_sage()
'(1-T+T**2-T**3+T**4-T**5+T**6-T**7+T**8-T**9+T**10-T**11+T**12-T**13+T**14)/((1-T)^2*(1-T+T^3-T^4+T^5-T^7+T^8)^1*(1+T+T^2)^1*(1+T+T^2+T^3+T^4)^1)'
That's the output from the last command, anyways. Now, what I don't
understand is how to make it into like... a function, or a Sage object or
something like that. Like, I'd want to be able to compute its Taylor series
just by doing something like "macaulay2('P').to_sage().taylor()" or
something, but I'm not sure how to convert the string.
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