Riemann's Hypothesis. This is why it is true. (Integration).

Review [v2] (Page 5 of 12). The reference of this integration is the revision [v4] of the article "Riemann's Hypothesis.This is why it is true"; here it is assumed that the aforementioned revision of the article is known.

The integration concerns the method with which I was able to relate the vectors that start the funicular polygons, with the "pseudo-clotoids" that end them; the funicular polygons to which I refer, are the graphic result of the Riemann zeta(s) function.