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[Alexandr Korol]

Another thing that was highlighted for me these last two weeks, that stole my
attention, that the Spirit highlighted for me, is the ways of cutting a diamond
that were used before. There were different ways. The very first — in the form
of an octahedron, which is curious, because the octahedron is one of the links
of my matrix. That is, thanks to the fact that in the cube two three-dimensional
triangles form for us — that is, two tetrahedra — they give birth to such a star,
and inside this star a rhombus-octahedron is born. And such a rhombus used
to be made — that was a kind of diamond cut, the original one. Then I saw what
else had stolen my attention even earlier: a cut, if I’m not mistaken, called the
“rose.” This is when the stone is in the form of such a hemisphere of small
equilateral triangles. Like how I was searching for such a ball for it to be all of
little triangles, and the little triangles, consequently, form a hexagon, and off
it goes. And this stole my attention. And then what stole my attention was the
scepters, globus crucigers, and crowns that exist in general. And something
was highlighted and shown to me, but for some reason I feel that I shouldn’t
reveal this secret — as if it’s already for me. That is, it mustn’t be that everyone
would use it or know it, but it was shown to me: how a scepter is properly to be
made, how a crown is properly to be made. And consequently, knowing now
the essence, how it works, it can visually look completely different than you’re
used to seeing it in the films. That is, I can even make it in some modern style.
They simply showed me the key details: how and what, in what sequence, and
out of what it’s supposed to be made — the globus cruciger, precisely a large,
full-fledged one, the scepter, and the crown. I don’t know whether I’ll make
this for myself or not. Of course, I’d like to. It seems to me, after all, that I’ll feel
something, that something will definitely happen to me. Just for an experiment,
why not try. One needs to make a scepter, a globus cruciger, and a crown.
This was highlighted for me.

And then I’m watching the series “Person of Interest.” And there the main hero
substitutes for a teacher at a school and tells about the number pi. And he says
that the number pi determines the very essence of the circle and of all circular
forms, including spheres. That pi is the ratio of the circumference to the diameter
of a circle. And here’s what I found on the internet: