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[Alexandr Korol]

Here’s the most interesting part. I’m showing a cube that isn’t just made of eight smaller cubes, but each of those eight cubes is also divided into eight cubes. So my cube now consists of eight medium cubes — or sixty-four small cubes. In the diagram above, I show that if I have sixty-four small cubes, and I create intersections inside this cube to generate all the geometric figures, I schematically show where our star will be located. You can see it in my matrix — in the upper right corner — and you can see it in one of the images. I also show how it looks in the center. When you look at my cube from the correct angle — where it appears as a hexagon in the plane — you can see a small star in the center. That’s because there’s a small cube there. I also show how the Merkaba can look at different scales, because this star — the Merkaba — exists in small, medium, and large sizes; if I’m not mistaken, there are about four sizes. It multiplies, multiplies, and unfolds like this. That’s why I also show examples of how it appears in my matrix when constructed from cubes of various sizes, since there are many cubes of different sizes, and accordingly, the sizes of the stars change as well.