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[Alexandr Korol]

from. And don’t forget about the light. I made various geometrical shapes from playdough, experimenting with light. Showing how the light ray goes into the shape and how it goes out. If we see it from one angle, we see other dots as well.

I was explaining the method of approaching the cylinder from the top. If I poke holes through the body of the cylinder, starting from the dots on the bottom and the right, then we have two halves. One side has the light, and the other side doesn’t. We can also look at it from the side. Why twelve? While we have sunlight shining here, that side has light. But if we look at it from the other side, like the side of a coin, we have twelve dots on each side.

I was also explaining that there are main dots and intermediaries. Winter and summer are the main seasons; they are opposite each other. Spring and fall are intermediaries; they are transitional. First, I divided the circle in half from left to right. Winter is on top, and summer is on the bottom. Then, I draw a vertical line in the middle. Now, what are spring and fall? If winter and summer are black and fall and spring are gray, they are opposite and the same. Winter and summer, fall and spring.

Next, why did I draw a cylinder? We can take a sphere and see the cardinal points: north, south, west and east. And there are intermediaries – north-east, north- west. But there is a center. The center is like a rod, like a corridor. It is a magnet that has a plus and a minus. I also tried to explain it on a cube. How many sides does a cube have? If we assess it from the cardinal points, it has four sides, but how about the top and bottom? A cube has six sides in total, and I applied the principle of light. If I poke a hole from one side of the cube to the other, what will I get? You need to make these shapes from playdough and examine them. I understand that the cube has a top and bottom, and so it will work differently with this shape. I made a cube from playdough and inserted pins on each side. One side has twelve pins: 4 pins on each corner and 2 pins on the side edges between the top and bottom corners, a total of 4. One pin between the upper corners and one pin between the bottom corner, a total of 2. And 2 pins on the surface of the side of the cube, straight down from the middle pin, inserted between the upper corners. This is a matrix, the same as in alchemy and the