Subdivision in Space
At the beginning of each and every cycle the outreach establishes
a match and linear relationship between the center and the edge
that subdivides into equidistant parts until it reaches a value equal
to the minimum originating part.
Each cycle begins by defining a new value that is extended into the space surrounding the center and as it subdivides into equal parts does so in a manner that allows each point to maintain its own identity, to have a unique but harmonic part in the whole at all times.
While resonance insists upon the even subdivision of space the expansion of living bodies in space often uses the phi ratio.
The role of Phi in the subdivision of space and nature
In SCIET Theory the Phi ratio is seen in the tetron as part of the SCIET. The angle of the SCIET center to the tetron center creates a phi relationship between the surface planes of the Icosahedral and Dodecahedral forms.
The three forms above illustrate the origin of the Phi ration in nature. Each SCIET contains a series of resonant points defined approximately by the tetron resonance. On the left is a diagram of the Phi ratio as it originates in the tetron. and on the right is the Icosahedral structure of the twenty tetrons together on a central point with the Dodecahedral form created by connecting their midpoints
The occurrence of the Phi ratio in nature suggests that living organisms rely on SCIET resonance to unify their systems during growth from a starting point of a single cell. This also suggests that life uses the SCIET as the underlying pattern for the synthesis and integration of information during life processes.
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