Per-$n$ line integral: $\frac{1}{2\pi}\int h_{k_b}(t)\,\frac{\Lambda(n)}{n^{c+it}}\,dt = \frac{\Lambda(n)}{\sqrt{n}}\,k(\log n)$

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Per-$n$ line integral: $\frac{1}{2\pi}\int h_{k_b}(t)\,\frac{\Lambda(n)}{n^{c+it}}\,dt = \frac{\Lambda(n)}{\sqrt{n}}\,k(\log n)$ · Prove2Me