Isotropic Vector Matrix

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Isotropic Vector Matrix:

"Nature always starts over again with the isotropic vector matrix. Energy is not lost; just not available. At the heart of the vector equilibrium is the ball in the center of the rhombic dodecahedron at the core-- the one sphere all by itself. You put 12 rhombic dodecahedra around one central rhombic dodecahedron and you get the vector equilibrium. This is why synergetics can investigate nuclear symmetries: it all comes out absolutely discretely. And it does have both the A and B Quanta Modules in it. Look at the picture MARKS, p. 167 Pl. L.8 which shows the one-half of the rhombic dodecahedron. Of all the polyhedra nothing really falls into a group so easily as the rhombic dodecahedron, the most common polyhedron in nature."