¶ Geometrical Function of Nine (3)
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Index Entry
Geometrical Function of Nine:
“can differentiate them by placing a red, a green, a yellow, and a blue dot in the center of each of their respective four white inside faces; and an orange, a purple, a brown, and a gray dot in the center of each of their outside black triangles successively. Since each of the two tetrahedra can turn themselves inside out (as their respective three triangular corners rotate around the central triangle’s three edge hinges-- thus to open like a three-petalled flowerbud), each tetrahedron can be opened in four such flowerbud ways, with three triangular petals around each of their four respective triangular flower-receptacle base faces. These four separate cases of inside-outing transformability permit the production of four separate and unique positive and four separate and unique negative tetrahedra all generated from the same unity-- each of which tetrahedra can rank as nature’s simplest structural system. Therefore, each prime structural system in Universe has nine separate and unique states of existence-- four positive, four negative, plus one schematic unfolded nothingness state-- which Goldy reminds the bears constitutes the same schematic ‘game’ set up as that of physics’ quantum mechanics with four positive and four negative quanta as we go from a central nothingness equilibrium to first one, then two, then three,”
