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Comparison of 4 Platonic solids & 7 regular polygons


Summarized here are the correspondences between the first four Platonic solids and the seven separate polygons of the inner Tree of Life. The 48 hexagonal yods in the four faces of the tetrahedron correspond to the 48 corners of the polygons (or, alternatively, the 48 hexagonal yods at the centres of tetractyses). The 96 hexagonal yods in the eight faces of the octahedron are the counterpart of the 96 hexagonal yods on the boundaries of the polygons. The 96 hexagonal yods in the six faces of the cube are the counterpart of the 96 hexagonal yods on internal sides of tetractyses. The 240 hexagonal yods in the 12 faces of the icosahedron are the counterpart of the 240 hexagonal yods in the seven polygons.

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