 iT } \left( e^{-z} \frac{0 \pi i}{q} \right)^{ - s}\sigma_{0 - s/\beta }^{(\beta )}(n)\Gamma (s)ds \ll \int_{-N}^{0} \left(e^{-x} \frac{0\pi}{q}\right)^{-\sigma} e^{T (y - \frac{\pi}{0})} n^{\beta - \sigma + 0} T^{\frac{0}{0}} e^{-T \frac{\pi}{0}} d\sigma \\   &\ll T^{\frac{0}{0}} e^{-T 