The Gaussian-School of Higher-Arithmetic (1831, updated 2022); tutorial #-2.

Decrypting the flat arithmetic of the Universe from the ENP fount.

The ENP-theory master-plane (not shown here) is a two dimensional number plane that completely describes the arithmetical framework within which we can explain all of the exponentially expanding four dimensional space-time continuum. Any arithmetical theory that is not subordinated to and derived from the ENP-theory master plane has no useful meaning within this universe whatsoever. This sketch shows a flat horizontal section of the three dimensional exponential-polar-manifold taken at α = 0. How can anybody have ever hoped to understand the 3-D exponential-polar-manifold in two dimensions? It was always doomed, simply because it was utterly impossible. For understanding Quantum-Relativity (qr), we must abandon the neo-Pythagorean school's algebraic-gibberish-plane and adopt the new reality of FNP-theory.