This piece features Metatron’s Cube at the top. Traveling clockwise we see a tetrahedron, hexahedron (cube), icosahedron, octahedron, and a stellated octahedron. Appearing in the center is a dodecahedron. These are the five Platonic Solids as well as one stellated (star) solid. The Platonic Solids are at the only five 3d shapes that exist which possess equal regular polygonal faces, an equal number of faces meeting at each vertex, and edges that are all equal. This has been proven for at least 2,300 years.
6/10 – March 2016
Credits: Ansel Bickerton and Sacred Geometry