Let

Pn(X)=μ1,,μn{±1}μ1μn=1(Xk=1nμkekπi/n)P_n(X)=\prod_{\substack{\mu_1,\dots,\mu_n\in\{\pm1\}\\ \mu_1\cdots \mu_n=1}} \left( X-\sum_{k=1}^n \mu_k e^{k\pi i/n} \right)

be a polynomial of degree d=2n1d=2^{n-1}. Let cnc_n'' be the ...