Consider all polynomials of a complex variable, P(z)=4 z^{4}+a z^{3}+b z^{2}+c z+d, where a, b, c, and d are integers, 0 \leq d \leq c \leq b \leq a \leq 4, and the polynomial has a zero z_{0} with \left|z_{0}\right|=1. What is the sum of all values P(1) over all the polynomials with these properties?
Answer Choices
A. 84
B. 92
C. 100
D. 108
E. 120