“…In Figure 2 , we plot the zero counting measure ψ 100 (z) defined in (44) and the measure ψ (t) defined in (66). In [8], we analyzed the polynomials P n (x) asymptotically and, among others, we considered the limit n → ∞, with x = y/n and y = O(1). We obtained the asymptotic approximation P n (x) ∼ n n e −n 2n ln(n) 2 π n exp 2 π y + (−1) n exp − 2 π y , and therefore Q n (x) ∼ i n 1 π ln(n) 2 π n exp − 2 π nxi + (−1) n exp 2 π nxi ,…”