# Algebraic Electronics!

Consider a network Q consisting of 2015 distinct parallel impedances (in ohms) $$Z_{1}, Z_{2}, \ldots, Z_{2015}$$, such that each of these individual values satisfy the equation $$(Z-2)^{2015} = 2^{2017}$$.

Determine the total impedance (in ohms) of an impedance network consisting of 2015 Q networks in series.

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