¶ Spherics
Index Entry
Spherics:
“Because the rhombic dodecahedra fill and symmetrically subdivide allspace, while simultaneously, symmetrically, and exactly defining the respective domains of each sphere as well as the respective shares of the interclosest-packed-sphere interstitial space, the rhombic dodecahedra are called ‘spherics’ for their respective volumes are always the unique closest packed, uniradius spheres’ volumetric domains of reference within the electively generatable and selectively ‘sizable’ or tunable of all isotropic vector matrixes of all metaphysical ‘considering’ as regenratively re-originated by any thinker anywhere at any time; as well as all the electively generatable and selectively tunable (sizable) isotropic vector matrixes of physical electromagnetics, always re-originatable physically by anyone anywhere in Universe.”
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