Page 872

[Alexandr Korol]

since I’m a different person today — I’ll go through and build it again carefully in that same sequence. And maybe I’ll end up with a different matrix, or maybe it’ll be the same again. I don’t know, but this is how I check myself. Why not? To understand this matrix, I built each individual geometric figure separately, and then I looked at what kind of lines could be drawn from the vertices, what other figures could be formed. Then I had a method where I built a tetrahedron and made a bunch of tetrahedrons, and through those tetrahedrons I constructed all the geometric shapes. Also very interesting.

Question: Regarding the deciphered matrix in the second volume. When you were gluing this matrix, and we were doing it together based on the biblical description of the cherubim and the other elements, the matrix came together for me, all the details matched, including the wheels. But there’s one moment in Ezekiel’s description of the cherubim that I still don’t fully understand. In Ezekiel’s description, it says, “four legs like those of a bull, but sparkling like polished brass.” This phrase, “legs sparkling like polished brass” — how do you interpret it? Which sticks or intersections in the matrix does this refer to?

Well, alright, let me describe it to you from another angle. Imagine we take a cube and create snowflake-like crosses on each of its sides — from the corners and the edges, forming such a snowflake pattern on all sides. Then we need to do the same thing, but in the center of that cube. In the center there must be a trunk, like a tree, and from there these crossbeams extend outward in different directions — toward all the corners, in every direction — like a hedgehog made of spikes, these intersections extending outward from the center of the cube. And as if they are reflected in the walls of the cube, from what is in the center. Imagine such a structure. And when these rays go out from any vertex, that is the polished brass. And the divided cube from vertex to vertex, like the cherub’s wings — this division from one vertex to another, the cube’s side being divided — forms what looks like a joint, like a hoof. If you Google what hooves look like, you’ll see they resemble two converging triangles like this, you see? Well, it’s specifically stated there — why it mentions straight legs and hooves — because what we actually have is a cube, and we usually think of those pillar-like rays only going out from the sides of the cube.