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[Alexandr Korol]

That is, in all my books I demonstrate the path. That is, I have already further deciphered how this is and what it is. But that is because later on I already know how it is even more correct. I do not exclude the fact that I still need to show how at first I was mistaken in something. And now I am showing how in some sense I am making a discovery, and on the other hand, in some sense I am also mistaken, but later, naturally, I correct this moment. Here I depicted two royal orbs. That is, if we pay attention to one world, that is, a royal orb, we can see that it is divided into three parts, and we see: a square is drawn, in it a two; a square is drawn, in it a two; and below a square is drawn, in it a four. This I show so, that as if in one world there are two cubes, in another world there are two cubes. That is, like two, so to speak, spiritual; two material. And there is also such a mirrored, opposite one. That is, it turns out that as if two cubes on the left side — this is, let us say, “father,” two cubes on the right side — this is “mother.” And this very Mercury, where they show that they must all be mixed and crossed — the point is not even that they must be mixed and crossed, but that they, first of all, are already crossed and mixed, it is reflected this way. Those two worlds — heaven and earth, these two cubes and two cubes — this is how they were reflected, that is, all of them must be counted. And here I show that below, that is, this one, it turns out, the underworld — Mercury, yes? That is, this one, as they also showed in the form of a star, then it is four cubes. Why? Two were reflected from heaven, two from earth, that is four. And it turns out that below we have four cubes. Above two cubes by two, that is also four, in total as if eight. Eight cubes, which are turning there in all sorts of ways. And so I also show, because we now know how the matrix is arranged from the previous Volume Eight, I show another variant, that is, a royal orb, but there a little differently. That is, we know that in one cube we have two tetrahedrons. That is, it turns out that if we are searching for little volumetric triangles, that is tetrahedrons, then there must be twice as many of them as in the previous scheme of cubes. That is, it turns out, then, that in one world, as it is said, four elements, yes? In the world of the Sun, in the world of the father — four little triangles, in the world of the mother — four little triangles as well. And then there is also such a mirrored one, that is, the opposite — this is autumn and winter. That is eight little triangles.