This image represents two copies of a funicular polygon generated by the "base" version of the Riemann zeta (s) function for s=1/2+5000.234317 ... i[br][br]He wants to show the correspondence between the first seven vectors and the last seven "pseudo-clothoids", those that end the funicular polygon by converging on the origin of the complex plane.[br][br]More information can be found in my article "Riemann's Hypothesis.This is why it is true." rev. [v4] published on zenodo.org at the following link http://doi.org/10.5281/zenodo.7015290[br][br]I added the symmetry axis of the funicular polygon. Thanks to it, the mirror copy of the highlighted vectors was obtained more easily and with greater precision. Further information can be found at the following link http://doi.org/10.5281/zenodo.7117684