¶ Vector Equilibrium Eight-pointed Star System
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Index Entry
Vector Equilibrium: Eight-pointed Star System:
“The same vector equilibrium’s eight, nuclear-embracing, bivalent tetrahedra’s eight nuclear congruent vertexes may be simultaneously outwardly pulsed through their radially-opposite, outward triangular exits to form eight externally pointing tetrahedra, which thus become only univalently, i.e., only-single-vertex interlinked, and altogether symmetrically arrayed around the vector equilibrium’s eight outward ‘faces.’ The thus-formed, eight-pointed star system consisting of the vector equilibrium’s volume of 20 (tetrahedral unity), plus the eight star-point-arrayed tetrahedra, total volumetrically to 28. This number, 28, introduces the prime number seven factored exclusively with the prime number two, as already discovered in the unity-twoness of the tetrahedron’s always and only co-occurring, concave-convex, inherently disparate, behavioral duality. This phenomenon may be compared with the 28-ness in the Coupler accounting as described in section 954.72 (Gray).”
