English: Figure 9. Nil nontrivial zeros present at σ = 3/5 for n = 1 using Dirichlet Sigma-Power Law with last two terms of expanded antiderivative depicted as linear combination of sine and cosine waves given by

${\displaystyle \displaystyle {{\frac {1}{2t^{2}+{\frac {8}{25}}}}\cdot [\displaystyle {-(2^{\frac {2}{5}}(2t^{2}+{\frac {8}{25}}))^{\frac {1}{2}}\sin \left((t\ln 2)+\tan ^{-1}({\frac {t+{\frac {2}{5}}}{t-{\frac {2}{5}}}})\right)+(2t^{2}+{\frac {8}{25}})^{\frac {1}{2}}\sin \left(\tan ^{-1}({\frac {t+{\frac {2}{5}}}{t-{\frac {2}{5}}}})\right)]}}}$.