¶ Rhombic Dodecahedron
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Rhombic Dodecahedron:
“The rhombic dodecahedron symmetrically fill allspace in symmetric consort with the isotropic vector matrix. Each rhombic dodecahedron defines exactly the unique and omnisimilar domain of every radiantly alternate vertex of the isotropic vector matrix as well as the unique and omnisimilar domains of each and every interior-exterior vertex of any aggregate of closest packed, uniradius spheres whose respective centers will always be congruent with every radiantly alternate vertex of the isotropic vector matrix, with the corresponding set of alternate vertexes always occurring at all the intertangency points of the closest packed spheres.”
= Cite SYNERGETICS draft at Sec. 426.24 (Gray) 30 Nov’72
