Alexandr Korol

on the dodecahedron — the fourth world, ether — when I put a five-pointed star on each face of the dodecahedron, I saw that inside the dodecahedron many cubes formed — not just one, but several appeared. And I was stunned, amazed. It’s as if the five-pointed star twists this cube, like at different angles, as if in different dimensions — I don’t know what to call it — the cubes are rotated at different angles. And the system was already guiding me that the cubes should somehow spin like this. But the way the cubes twist — the same cubes but twisting into a star shape thanks to the dodecahedron — is one way of twisting. The way I did with the four cherubim, rotating additional cubes inside the cube by 45 degrees in different directions, is a completely different method. I understand that the system is, in a way, hinting to me that... Well, not just hinting but I’m exploring all the ways these cubes can be rotated along different trajectories. Then I pull out the matrix I decoded in the second volume of “Alternative History” — it’s a cube with crosses and wheels around it. When I look at this matrix, I realize these wheels have intersection lines, and you can also fit cubes into them, copying the cube and aligning its vertices with these intersections. I think, “This is also one option that can be used.” And all this time I’m trying how to rotate these cubes and how many there should be.
When I spoke with the Mystic-Old-Man — but again, you can’t always trust his information — he said there should be eight cubes in total. But then, you see, it might turn out that there are actually nine because one main cube, which I never considered, caused an error. Or maybe there are seven cubes with the eighth one in the center. So don’t get fixated on the exact number; it can be a trap. But the Mystic-Old-Man said there should be eight cubes, somehow rotated in their own way, forming a sphere with their vertices — that is, the ball formed by these points. So 8 and 8. One cube has 8 corners, that is, 8 vertices. If there are 8 cubes, then 8 times 8 equals 64, so there are 64 points. How? What? Why? That’s another question. But again, trying to force things to fit — that’s the biggest mistake people make. It’s too much of a human factor; you can’t do it that way. You can’t force anything to fit anything else. Of course, there are many methods. I’m trying all these methods. And one of the methods I went through, and everyone should, is this: I made a bunch of identical tetrahedrons, then placed and glued them