Quasi-Riemann hypothesis

Here $\sigma^{\dagger}$ is the root in $(0.8749570194,0.8749570195)$ of $7884s^3-18819s^2+14643s-3686=0$. The paper is conditional. The bound assumes the released Hecke analytic and transfer inputs and the retuned probe estimates in the linked written argument.

Here $\ell$ is the unique root in $[1/6,1/5]$ of $927\ell^4-3135\ell^3+2433\ell^2+275\ell-100=0$. The certified display upper bound is $683505193/781250000$.