¶ Quantum Mechanics: Minimum Geometrical Fourness (3)
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Quantum Mechanics: Minimum Geometrical Fourness:
"extraction of the polar twoness and without synergetics’ analysis which demonstrates the doubling of the vectors. The doubling of the vectors is where the quantum comes in: Nothing is lost!
“It all occurs between the Duo-Tet Cube of 3 (tetra = 1½ and space = 1½) and the biggest nucleated cube of 24. The six edges of the quantum loss can appear in the VE to stabilize it as an icosa. The quantum reappears as edges rather than volume. The hierarchy is topological. Even the rhombic dodecahedron has to be omnitriangulated to become stabilized. Each of its diamond faces has to be”
