The residue at 0 of (2z+3)/z2-4=2/z+3/z2-4 is 2 since it is equal to the coefficient a-1 in Laurent expansion around 0.
Analogously, the residue of (z-3)/z3+5z2=1/z2-3/z3+5z2 at 0 is 0 since the coefficient a−1a_{-1}a−1 in the Laurent expansion around 0 is 0.
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