English: This visualization shows values related to the Zeta function represented on a complex plane. The yellow line represents k^-s for k=1...50, and the concatenation of them represents a series Sum[k^-s,{k,1,50}]. The magenta dotted line represents n^(-s+1)/(-s+1) + Zeta[s]. The green dot represents Zeta[s]. The green line represents the trajectory of Zeta[s] when the real part of s is varied from -0.5 to 1.5. The orange line represents the trajectory of Sum[k^-s,{k,1,50}]