¶ Mites Make All Regular Polyhedra
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Index Entry
Mites Make All Regular Polyhedra:
“Geometrical Combinations: All of the well-known Platonic, Archimedean, Keplerian, and Coxeter types of radially symmetric polyhedra may be directly produced or indirectly transformed from the whole unitary combining of Mites without any fractionation and in whole, rational number increments of the A or B Quanta Module volumes. This prospect may bring us within sight of a plenitudinous complex of conceptually discrete, energy-importing, -retaining, and -exporting capabilities of nuclear assemblage components, which has great significance as a specific closed-system complex with unique energy-behavior-elucidating phenomena. In due course, its unique behaviors may be identified with, and explain discretely, the inventory of high-energy physics’ present prolific production of an equal variety of strange small-energy ‘particles,’ which are being brought into split-second existence and observation by the ultrahigh-voltage accelerator’s bombardments.”
