Cuboctahedrons - 3D print model

If you arrange 13 spheres so that one sphere is at the center and the remaining 12 spheres perfectly touch this central sphere, you create a vector equilibrium. What makes this geometry unique is that all distances from the center to the vertices are exactly the same length as the outer edges of the structure. It is the only geometric shape in which all acting forces are in a state of absolute energetic equilibrium. SCALE At 100% scale the Cuboctahedrons dimension are: Variation 1: (Cuboctahedr…

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