¶ Coupler (2)
← Coupler (1) | Coupler as Domain of IVM Vertexes →
Index Entry
“dodecahedra sharing its 12 omni-adjacent spherics. We see that the following variety of energy effects the variety of A and B Quanta Module associabilities are contained uniquely and are properties of the couplers, one of whose unique characteristics is that its volume is the exact prime number one of our tetrahedron (24 A’s) accounting system. It is the asymmetry of the B’s (of identical volume to the A’s) which provides the variety of other than plus-and-minusness of the all A-constellated tetrahedra. Now we see the octahedra which are allspace-filling and of the same volume as the A’s in complementation. We see proton and neutron complementation and non-mirror-imaging interchangeability and intertransformability with 24 sub-particle differentiabilities and 2, 3, 4, 6, combinations: enough to account for all the isotopal variations and all the nuclear substructurings in omnirational quantation.”
