# Derivative of zeta function for year 2016

Calculus Level 5

$\mathfrak{A} = \zeta '(-2016)$ If $$\mathfrak{A}$$ can be represented in the form $a! \dfrac{\zeta(b) }{c^{2017} \pi^{d}}$ where $$a$$ is maximum, find $$a+b+c+d$$.

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