Part 13 In MATHEVERSUM

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When in MATHEVERSUM the mathematical energy presses on HYPERCUBE-C^3 harder and harder, It'll end up with the four-dimensional cube-like figure completely filled with STRINGORS. 

In the three-dimensional "surface of the mirror," such the four-dimensional cube-like figure full of STRINGORS looks at one TIMEK like this:

Pic.18

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3 notes here:

1st This is also even more convenient illustration, where SHORTEK = 1 cm and KAZIUK = 10.

2nd On my picture, the cube-like set of STRINGORS is made up of 10^2 STRINGORS instead of KAZIUK^2.

3rd On my picture, STRINGORS should be directed equally into all directions of the three-dimensionality, but they only are directed into the third dimension.

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This four-dimensional cube-like figure full of STRINGORS that is moving at SPEED-C, I have called CUBE-C^3.

CUBE-C^3 is:

{[KAZIUK^2 * (STRINGOR)] / [(SHORTEK * KAZIUK)^2 * SHORTEK]} * SPEED-C =

= energy C^3

So:

CUBE-C^3 = HYPERCUBE-C^3

In MATHEVERSUM, CUBE-C^3 is final.

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