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[Alexandr Korol]

that yes, the formula is the same. We really can have morning, day, evening, and night in our body — but not in the literal sense that the sun rises and sets. It’s just that the formula is the same, the matrix is the same everywhere, the essence is one. But the function is different everywhere. A person’s legs and arms are for one thing. You see? It’s just that many different things are built according to the same matrix. A radio performs the function of a radio, a car the function of movement, a human being — another function. Fingers, yes, they may be like buttons, but arms and legs are not buttons. But they are made according to the same formula, yes. We are designed, and everything is designed, according to the same formula. There’s something inside, there’s something outside. We have front, back, left, right. And what’s even more interesting is how it’s structured as something transitional — that’s very important. You see, if we now cut off the left side of my body and the right side, then the front and back parts of the body will no longer exist. Because the left and right, as it turns out, are actually the front and back of me — this is a very important formula. To decipher the matrix, you need to know this principle: that if we now remove my front and back parts, separate them, then there will be no left or right side left, because the left and right were part of the front and back. See how interconnected it is? This is a very important formula. I had already presented this formula using the example of a cylinder back in 2019 or 2020, in “Alternative History,” when I had a dream, and I was shown a cylinder: that you look at it, and from one side of the light you see three, from the other side you see three, from all sides you see three. So you might assume that there are probably twelve, but in fact there are not twelve. Why? Because the side points on the cylinder were already side points for other directions — those side points. And now, further, if we try to decipher this — are we looking from the side or, for example, from above? And from above those points are already in the correct number, we see them, if we don’t look from the sides. From the sides, there are many — if we look from each cardinal direction, we see three. But if we look from above, how many do we get? Eight, it seems. Not twelve, but eight. And even fewer if we pierce through them. That is, if we pierce through the cylinder, the number becomes even smaller. But that would be hard for you to grasp. And so, if we look from above — let’s say there are eight of these points — but if we count from each side, it’s as if the total number when connected is twelve, but from above it’s eight. And if we looked from below,