¶ Coupler (1)
Index Entry
Coupler:
"The basic complementarity of our octahedron and tetrahedron, which always share the disparate numbers 1 and 4 in our topological analysis (despite its being double or 4 in relation to tetra = 1), is explained by the uniquely asymmetrical octahedron which is always constituted by the many different admixtures of AAB Quanta Modules, the Mites, which asymmetric octahedra are like the 4A’s-2B’s, the SYtes, also allspace fillers, as are the cube (72 AB’s), the rhombic dodecahedron (144 AB’s) (spherics).
“There are always 24 A’s or B’s in our uniquely asymmetrical octahedron (same as 1 tetra) which we will tentatively name the coupler because it occurs between the adjacently matching diamond faces of all the symmetrical allspace-filling rhombic dodecahedra (of 144 A’s and B’s). The rhombic dodecahedron is the most faceted, identical faceted (diamond) polyhedra and accounts, congruently and symmetrically, for all the isotropic-vector-matrix vertexes in closest-packed spheres and their ‘tween’ spaces. Each rhombic dodecahedron’s diamond face is at the long-axis center of each coupler (Vol. = 1) asymmetrical octahedron, with each of the rhombic”
