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Integrate around C, where C is the positively oriented contour |z|=5 \[\int_C \frac{e^{1/z}(4z^3-3)}{z(z^3+1)}\]
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my plan is to find the singular points, and hopefully they will all be within C.
I get z=0, z=-1, but I am not exactly sure on what the other two singular points are.
nevermind I figured it out. just messed up finding the third roots of -1
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