¶ Dimpling
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Index Entry
Dimpling:
“Any and all of the icosahedron’s vertexes pulsate individually and independently from the convex to concave state only in the form of local dimpling, because each only-from-outward-motion restrained vertex- being free to articulate inwardly toward its system center, and having done so–becomes abruptly five-vector restrained by its immediate neighboring vertexial event convergences; and the abrupt halting of its inward travel occurs before it reaches the system center. This means that one vertex cannot pulse inwardly more deeply than a local dimple similar to the popping in of a derby hat.”
