"The Thesis of the various Signatures is the same as that of the various Infinites.
infinite + infinity = infinity.
Transfinite Mathematics demonstrates the stark reality of the various Infinites.
Apart from our perceptible Infinite with the most powerful telescopes there is another Infinite.
It is written that much more than the following Infinite there is another Infinite.
The total number of Firmings only knows Aelohim. "- Samael Aun Weor.
Euclid's three-dimensional Cartesian system is actually limited because it does not consider hyperspace.
The planet moves in a straight line, but the Sun causes space-time to curve and we have the impression of having a parabolic trajectory, and a great sage says, that one that was Socrates, that in reality the planetary orbit is circular and not parabolic as modern astronomers believe, which makes a lot of sense if we apply higher logic.
Having the limit of the function of the circle to the diameter tending to infinity, the circle becomes a line. That is, a straight line is a circle with infinite diameter.
If, with 2 Cartesian points, a line is made, where is the center point of the circumference of infinite diameter?
The tangent line of a circumference with defined diameter and different from infinity, equals the equation of the circumference with infinite diameter.
We can infer that two circumferences with equal tangents but with the opposing centers define a plane making the diameter tend to infinity.
By imagining this plane of infinite area, we can not define what is the position of the center of the circumferences, so how could they be opposites? Hence the Cartesian plan does not contemplate hyperspace.
This infinite plane projected on the third dimension, or third axis (conventionally called the "z" axis) is the physical space. And the physical space is actually sevenfold (7 dimensions), the third-dimensional trans-fund is hyperspace as defined by Einstein. How can we define a mathematical point in hyperspace using the Euclidean system?
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Bibliography: The Unveiled Pistis Sophia - Samael Aun Weor.
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