Architectonic Cosmic Theories

The Horizon Theory Part-1: Original Concept Plan of the Pyramids Plateau

The Horizon Theory, Part-II: Internal Design Concept of the Great Pyramid

Determining planetary spin and musical gravitation in the spheres of cosmic systems of perfect numbers

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The eternal path in Gupora Temple; it is aligned towards the minimum real position of the Cancer orbit at 19.45 degree of arc; in photo, my son

Mohamed Hossam

Egyptian texts & Papyruses:

Cosmic Geometry

Dr. Hossam Aboulfotouh

Saturday, 26 March, 2005

Background: 

Cosmic geometry concerns the creation of cosmic enclosures (the architectonic spaces) via a dynamic process; it takes in consideration the motions that created these enclosures. In cosmic geometry, we must differentiate between the law of creating an enclosure and the law of observing it; they are completely two different laws. The first law concerns the spectrum of forces and its allied stresses that stabilize either the static or the dynamic state of the architectonic space. The second law concerns the spectrum of light rays that enable us to observe the state of motion or rest of that space. Mixing between the two laws, or speaking about them as one is the notion to hinder the advancement of sciences, as mixing between the Newtonian or Hock laws and the special theory of relativity. How we observe or from where and when we observe has no relation with the law of the structural workability of the architectonic space/enclosure.

All cosmic enclosures have only three dimensions; however, the directions of motions that created any of them may be up to as one could imagine. In this context, we differentiate between two states: static and dynamic. The first is an enclosure in the state of rest; it is a snap shot in a specific point in time. The motions that created the space have stooped at that point in time, living a statically stable enclosure of any form, like any building on earth. The observer of the static enclosures stands in the same frame of references; i.e., both the observer and the enclosure are imaginary in the state of rest. The second is an enclosure incorporates continuous motions. In this case, both the observer and the enclosure are in continuous motions.

To be continue..

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