¶ Stabilized Cube
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Stabilized Cube:
“You will recall that I had started with a cube. Recognising that there are two sizes of cubes composited with spheres that we had come to. The first one had been the consequence of precessing together the two one-eighth octahedra, and they had a total of fourteen balls. Then we came to the next cube which occurred in a stable manner in which the vector equilibrium appeared when we knocked off those one-eighth octahedron corners. We saw in the cubical form those really open spaces that are unstable and we found that the whole thing was stabilized internally by being entirely in closest packing of omnitriangulation.”
