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Visualization of the polyhedra whose vertices have repelled each other on the surface of a sphere, until their positions have stabilized. The simplest such polyhedron has 4 vertices, and naturally becomes a tetrahedron. The remaining polyhedra, with an integral number of vertices, are NOT regular polyhedra. I call them "quantum hulls" because they are all convex hulls with triangular faces, and the number of vertices is quantized.

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