Here is another amazing example of the power of the Godnames to determine the properties of sacred geometrical objects: the 62 vertices of the disdyakis triacontahedron are the vertices of ten tetrahedra, five cubes, five octahedra and one icosahedron, that is, 21 of the first four types of Platonic solids that the ancient Greeks believed were the shapes of the particles of the four physical elements Fire, Air, Water & Earth (see here). These numbers are the number values of the letters A (aleph), H (heh), I (yod) and H (heh) making up the Divine Name EHYEH (Hebrew: אהיה; English: AHIH). Whilst a sceptic might dismiss the appearance of the number 21 as a coincidence, even he would admit that it is highly implausible that the number of each Hebrew letter making up EHYEH could appear, too, by chance as the number of Platonic solids of a certain type — particularly when these 21 solids embody a number, namely, 1680, that characterizes the form of a superstring! The significance of this property for superstrings and how their dynamical and structural characteristics are encoded in sacred geometry will be revealed in Superstrings as sacred geometry/Disdyakis triacontahedron. See also here.

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