987.220 Symmetry #2 and Cleavage #4:

987.221 In Symmetry #2 and Cleavage #4 the four-great-circle cleavage of the octahedron is accomplished thr ough spinning the four axes between the octahedron’s eight mid-face polar points, which were produced by Cleavage #2. This symmetrical four-great-circle spinning introduces the nucleated 12 unit-radius spheres closest packed around one unit-ra dius sphere with the 24 equi-vector outer-edge-chorded and the 24 equi-vector-len gthed, congruently paired radiia system called the vector equilibrium . The VE has 12 external vertexes around one center-of-volume vertex, and altoget her they locate the centers of volume of the 12 unit-radius spheres closest packe d around one central or one nuclear event’s locus-identifying, omnidirectionally tangent, unit-radius nuclear sphere.

987.222 The vectorial and gravitationa l proclivities of nuclear convergence of all synergetics’ system interrelationsh ip s intercoordinatingly and intertransformingly permit and realistically account al l radiantentropic growth of systems as well as all gravitationalcoh erence, symmetrical contraction, and shrinkage of systems. Entropic radiation and dissipation growth and syntropic gravitational-integrity convergency uniquel y di fferentiate synergetics’ natural coordinates from the X/Zcentime ter- gram-second abstract coordinates of conventional formalized science with its omni interperpendicular and omniinterparallel nucleus-void frame of coordinate ev ent referencing.

987.223 Symmetry #2 is illustrated at Fig. 841.15A.