2 problems

For an integer $q$, let $\varrho(q)$ denote the number of square roots of $1$ modulo $q$, let $\operatorname{rad}(q)$ be its radical, and let $x_{q;R,NR}$ be the generalized Skewes…

Skewes-number conjecture. Every admissible prime $k$-tuple has a Skewes number. The conjecture is based on the computational results in the paper; no proof or disproof is supplied.