¶ Prime Hierarchy of Symmetric Polyhedra
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Index Entry
Prime Hierarchy of Symmetric Polyhedra:
“It was our synergetics’ discovery and strategy of taking the two poles out of Euler’s formula that permitted disclosure of the omnirational constant relative abundance of the V’s, F’s, and E’s, and the disclosure of the initial additive twoness and multiplicative twoness whereby the unique prime number relationships of the prime hierarchy of omnisymmetric polyhedra occurred, showing Tetra = 1; octa = 2; cube = 3; VE or Icosa = 5.”
¶ Citations
- Constant Relative Abundance, 29 Nov’72
