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The theorized geometry of the structure of spacetime is a holofractal scalar tetrahedral grid that forms octaves of perfect balance, what Buskminster Fuller coined as the "vector equilibrium". 64 Tetrahedrons is the fewest number of terahedra you need to form the first two octaves of this infinite fractal pattern of perfect 3D symmetry, scalar octaves of cuboctahedra... Learn more about the holofractal nature of spacetime in the free Unified Physics Course in the Resonance Academy. (enroll below
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