¶ Vector Equilibrium
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Index Entry
Vector Equilibrium:
"In the vector equilibrium form we have an enormous number of random lines running omnidirectionally which begin to triangulate omnidirectionally. On of the important aspects of this is that it consists of four planes. At its equator it has a hexagon and four hexagonal planes crossing each other at the center of the system. Those four hexagonal planes correspond to the four faces of the tetrahedron, and they are parallel to them. . . It has eight tetrahedra; there is one on the top, or four altogether in the northern hemisphere and four in the southern hemisphere. And there are six one-half octahedra. There are six square faces and eight triangular faces and the square faces are part of the half octahedra. Therefore it consists of six on-half octahedra each with a volume of two, 6 x 2 = 12, and eight tetrahedra each with a volume of one, so 8 + 12 = 20.
"Vector equilibrium: /is derived from/ 12 composited spheres around one.
-OREGON #7 - p 249,250, 11 Jul’62
¶ Citations
- Carbondale-draft Nature’s Coordination, pp. VI.22,23
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- OREGON #7 p.223,
