Alexandr Korol

And the most interesting thing is that I tried to make this sphere, but it all has to be interconnected. So, I tried to make this sphere back at the end of 2023, in December, before the New Year, when the envoy Gibson came to me. She specifically told me to pay attention to two Chinese lions, and definitely to both, and to look at what’s under their paws, what’s hanging there, and so on. And there, under the paw of one of the Chinese lions, was this sphere. And I realized, “Oh, so I’ve basically almost solved this.” Well, almost, but not quite. And I understood that I need to make this sphere, as the completion of my matrix that I am creating, where all the geometric shapes are inscribed, so that this whole matrix is somehow enclosed by a shell — not a carapace exactly, but some kind of shell — like a sphere made of triangles. Well, these triangles are simply drawn, basically. You can just draw a circle and it looks like circles. But actually, if you look closely now at the picture of that sphere under the paw, you see triangles. And everywhere, all this is being highlighted to me. And even now, I’m watching the series “Smallville,” and they also show this sphere made of triangles. And I understand — that’s it, somehow all this should somehow come together as one. And what am I working on right now? I’m trying to unfold my matrix. But how to unfold it? When I realized what a dodecahedron is and started applying it to my matrix — where my cube has crosses, that is, with the Cherubim — then I saw that thanks to the dodecahedron and the pentagrams on its faces, my cube seems to have become unfolded, like the cube is somehow spread across different dimensions, as if it’s all smeared out. And I think, “Wow, how interesting.” I began to understand that such a matrix must be spread out like this — as if it exists both assembled and also unfolded along different trajectories, like along degrees. And then, as I started deciphering the matrix, it turned out that there is another way, a completely different way, of understanding the four Cherubim inside who guard the throne. These four Cherubim are like four Merkabahs — that is, four of these stellated octahedrons, which, in turn, are derived from cubes. And they too can be fitted into each other and rotated in a certain way. The trajectories of the four Cherubim cubes, how they are rotated, and the trajectories of the five cubes thanks to the dodecahedron — how they can be rotated by degrees.