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berl13
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Twisted cohomology of the mapping class group
Thanks, but it seems to me that you do not consider the twisting of the coefficients but just use that $H^1(S_1;\mathbb{Z})=\mathbb{Z}^2$. The action of $M_{1,1}$ on $H^1(S_1;\mathbb{Z})$ is not trivial but fixed point free.
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