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[Alexandr Korol]

there must be an explanation for why you arrived at it that way. Why haven’t I confidently declared for so long that I know where the icosahedron should be? Because what’s the point if I just place it there? Why? What led me to that? Just because I thought about it? How a regular person would think? I can’t do that — I can’t think like a regular person. If I think like a regular person, I will definitely make a mistake. And the last thing I struggled with was how exactly I need to rotate the cubes to understand time, because I have already understood space by dividing my cube into 64 smaller cubes along with all the geometric shapes. Now I need to rotate them somehow, but there must be a reason why I rotate them that way. And it must match perfectly. It can’t be just placing as many cubes as I want; it has to be such that it can’t be done any other way. Then you can be sure that the number of cubes you ended up with, using the method you used, matches exactly the number needed — the one that builds all the spheres inside and outside that you require — and then it means victory.