Page 87

[Alexandr Korol]

And what needs to be done is that the icosahedrons should be outside, but slightly sunken at the base into the dodecahedron — which, interestingly, also causes an icosahedron to form inside.
Separately, I had a large icosahedron that I built when I completed the fourth volume of “Alternative History” — that is the Spirit of Justice, and inside it there is a dodecahedron. And I once again began attaching tetrahedrons to every corner of that dodecahedron. And when I started doing that, I saw something interesting. What did I see? I saw how this whole matrix is actually structured. That from the very intersection, the cross in the center of the matrix, everything grows outward — crystals grow, meaning these tetrahedrons. They simply grow and grow, multiply and multiply, and they give rise to other forms. Inside them — or rather, through their branching, through these bushes of tetrahedrons — other geometric figures are formed. But the core essence lies in the tetrahedrons — in the triangles. From the very heart they grow outward, these tetrahedrons, like branches, like a bush growing in all directions. And these tetrahedrons keep growing and growing. And within these tetrahedrons — or, let’s say, in connection with them — other geometric figures are formed, especially the regular polyhedra. And I saw how this is all formed — it’s actually very simple once you understand it. You take any face of a geometric shape and just extend a stick from it. And from sticks of the same length, you begin to build a three- dimensional tetrahedron. And so, for every geometric figure, you can attach a bunch of tetrahedrons both inward and outward. And that’s correct.
What did I see next that was unique and interesting? I saw that the cube — my main cube — that if you inscribe into it... and imagine, it all worked out: in my cube, everything fit. That is, my old, first matrix from the second volume of “Alternative History” was able to contain the dodecahedron and the icosahedron — meaning all the geometric shapes fit inside. Everything worked, everything is in its place. And then it can grow endlessly, expand infinitely — this code, I completed it. I saw how everything keeps growing and growing. And what’s so interesting is when you look at this matrix — it’s still not fully completed physically — but when you look at it from any angle, it appears the same from every direction. That’s its secret — from all sides it looks identical. That is, you always see the cube and everything else from every side. It’s as if it was built in such a way that from any direction you view it, it doesn’t change. That’s its secret. And why is it like that?