Infinite fractal octaves of vacuum geometry on all scales, octaves of vector equilibrium.

A tetrahedral array expresses the geometry of both expansion and contraction. A star tetrahedron is made from 8 tetrahedrons pointing out, while the cube octahedron is made from 8 tetrahedrons pointing in.

8 star tetrahedrons put together forms a 64 tetrahedron grid, the fewest number of tetrahedrons needed to form 2 octaves of perfectly balanced cube octahedron geometries nested inside each-other: the first iteration of what becomes infinite fractal octaves of vacuum geometry on all scales, octaves of vector equilibrium.

Nassim Haramein