COSMOCOMP 1st Brochure

Part 7 In PHYSIVERSUM

But first, an important note: 

For the sake of distinction, the physical equivalents of mathematical energies, I call forces.

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Since SHORTEK is indivisible, SHORTEK^3 is the point.

The point is:

1

Thus in the three-dimensionality of PHYSIVERSUM the force C is:

STRINGOR * SPEED-C =

[(SHORTEK * KAZIUK) * SHORTEK^3] * [(SHORTEK * KAZIUK) / TIMEK] =

[(SHORTEK * KAZIUK) * 1] * [(SHORTEK * KAZIUK) / TIMEK] =

(SHORTEK * KAZIUK) * [(SHORTEK * KAZIUK) / TIMEK]

It means:

The section acting on the point with the force adequate to its length of SHORTEK * KAZIUK and SPEED-C.

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In the three-dimensionality of PHYSIVERSUM the force C^2 is:

[KAZIUK * (C)] / (SHORTEK * KAZIUK)^2

It means:

KAZIUK forces C acting on the two-dimensional area of (SHORTEK * KAZIUK)^2

In the convenient version it is:

100 forces C acting on the two-dimensional area of 100 mm * 100 mm =

= 100 forces C acting on the two-dimensional area of 10,000 mm^2

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1. Now imagine a sphere with radius x and the surface of 10,000 mm^2. There are 100 arrows inside this sphere – that's as many STRINGORS are in CUBE-C^2 in the convenient version – but in such a way that the bases of all arrows are concentrated in the center of the sphere, and the arrows spread radially so that their triangles are evenly distributed over the entire surface of the sphere.

2. Now imagine that this sphere is inside a larger sphere with twice the radius = 2x. So now there is the small sphere and the additional spherical layer of width x placed on top of it. And imagine that there are also 100 arrows in this overlaid layer, and they are all extensions of the arrows in the central sphere.

3. Now imagine that behind this layer there is another layer with the same width x. And in this second layer there are also 100 arrows, and they are all extensions of the arrows in the first layer.

100. Now imagine that the total number of all such layers with arrows, including the central sphere, is 100.

What you have imagined, is the three-dimensional force field in the convenient version.

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The true such force field in PHYSIVERSUM, I have called AQUATIK.

The force of the little central sphere of AQUATIK is:

[KAZIUK * (C)] / (SHORTEK * KAZIUK)^2 =

= C^2

Because the surface of a sphere with twice the radius is 4 times larger, the force of AQUATIK decreases with the square of the distance. So at the AQUATIK's edge, its force is KAZIUK^2 times smaller, and it is:

[KAZIUK * (C)] / (SHORTEK * KAZIUK^2)^2

In PHYSIVERSUM the effective force is on what the two-dimensional area falls the action of 1C.

So the AQUATIK's effective force at its edge is:

(C) / [(SHORTEK * KAZIUK^2)^2 / KAZIUK]

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AQUATIK that consists of KAZIUK layers and whose force is directed at every direction of the three-dimensionality of PHYSIVERSUM at one time is the three-dimensional physical equivalent of four-dimensional mathematical HYPERCUBE-C^3 that consists of KAZIUK CUBES-C^2 and whose movement is in the fourth dimension.

The mathematical movement of "green" HYPERCUBE-C^3 is from the center of the four-dimensionality of MATHEVERSUM, thus AQUATIK's force is directed outwards.

Pic.9

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2 notes here: 

1st It's simple illustration where AQUATIK is the circle instead of sphere, it consists of ten layers instead of KAZIUK, and there are 40 arrows instead of KAZIUK * KAZIUK, that's how many STRINGORS there are in HYPERCUBE-C^3.

2nd On my picture AQUATIK is green because HYPERCUBE-C^3 is "green."

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