Alexandr Korol

So now, above, I’m showing on my matrix — on my cube with the wheels around it — that there is one dodecahedron and a second dodecahedron. This is how they look together. This is very important. These two dodecahedrons generate eight cubes in total: one dodecahedron produces four cubes, and the other produces another four cubes. These eight cubes revolve around my central ninth cube. Earlier, I showed how thanks to one dodecahedron, I got this “hedgehog” shape — a star made of my five cubes: one main cube and four around it — and how inside it, both the dodecahedron and icosahedron appeared naturally together as a sphere, a little ball made of triangles. Since I have two dodecahedrons, if I now add four more cubes around the main cube according to the second dodecahedron, I’ll get eight cubes around the main one. Inside, that means another dodecahedron and another icosahedron will appear, forming a sphere inside my matrix with an even greater number of vertices.