given the two series
a) $ 2\sum_{\rho} \frac{1}{\rho}=A $ the sum is taken over all the zeros of the zeta function on the critical strip
b) $ \sum_{\gamma} \frac{1}{1/4+\gamma ^{2}}=S $ here the sum is taken over the imaginary part of the zeros
then is true that $ S=A $ ? I know how to calculate Z using the Hadamard product but for the second series I have no much idea