¶ Octahedron as Conservation & Annihilation Model
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Index Entry
Octahedron as Conservation & Annihilation Model:
"vectorial geometry elucidates both the one-quantum loss and the one-quantum of energy recovery incidental to the entropic transforming from matter to radiation and the syntropic transforming from radiation to matter, as clearly manifest in the octahedron to tetra-arc transformation and its reversal to the octahedron. This topological transformation, but not its energy-quantum relationship, was originally discovered in 1951 by the geodesic engineer-scientist, D.L. Richter.
“This elucidation of the way in which Universe can temporarily drop out or regain its energy quanta, elucidates much more, says Goldy. 'It explains what happens in the photosynthetic process as planet Earth’s vegetation converts Sun radiation receipts into beautiful hydrocarbon molecules. Energy quanta are regained on Earth. It explains even more. It shows how the weightless metaphysical tetrahedron is lost and regained in Universe as life dies out here and is reborn there. It shows how the tripli-bonded addition of the recoverable one tetrahedron, when added to the neutral phase, W-profiled, tetra-arc, triple-bonded assembly of three tetrahedra, must always produce either a male or a female twisting helix, which, when extended, becomes the DNA-RNA tetrahelix which is the structural system programmer of all living species and individuals of those species.”
