960.01 The Coordination of Number Powers and Geometrical Dimensions

960.02 Powering means the multiplication of a number by itself.

960.03 Number powers refer to the numbers of times any given number is multiplied by itself. While empty set numbers may be theorized as multipli- able by themselves, so long as there is time to do so, all experimental demonstrability of science is inherently time limited. Time is size and size is time. Time is the only dimension. In synergetics time-size is expressible as frequency.

960.04 Recalling our discovery that angles, tetrahedra, and topological characteristics are system constants independent of size, the limit of experimentally demonstrable powering involves a constant vector equilibrium and an isotropic vector matrix whose omnisymmetrically interparalleled planes and electable omniuniform frequency reoccurrences accommodate in time-sizing everywhere and anywhere regenerative (symmetrically indestruct, tetrahedral, four-dimensional, zerophase, i.e., the vector equilibrium) rebirths of a constant, unit-angle, structural system of convergent gravitation and divergent radiation resonatability, whose developed frequencies are the specific, specialcase, time-size dimensionings.

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Fig. 955.52 Basic Joint for Isotropic Vector Equilibrium Matrix.

960.05 Dimensional growth is not occasioned by an increase in exponential powers. It is brought about by increasing subdivision of the constant whole of Universe to isolate a locally considerable increment. For instance, E =Mc^{2} says that the amount of energy involved in the isolated “mass” as a local event complex of Universe under consideration in this particular instance is to be determined by reference to the constant amount of cosmic energy involved in the constant rate of growth of a spherical, electromagnetic, wave surface, which constant is $c
^. Because the potential energy is in vector equilibrium packages, the centers of energy rebirth are accommodated by the isotropic vector matrix. The constant power is the frequency 10F^+ 2$, which accommodates all the exportive-importive, entropic-syntropic, regeneration patterning of Universe.

960.06 The only dimension is time, the time dimension being the radial dimension outward from or inward toward any regenerative center, which may always be anywhere, yet characterized by always being at the center of system regeneration.

960.07 The time dimension is frequency.

960.08 Any point can tune in any other point in Universe. All that is necessary is that they both employ the same frequency, the same resonance, the same system, center to center.

960.09 The total nothingness involved is accounted by 20F^{3}. The third power accounts both the untuned nothingness and the finitely tuned some-thingness. The 20 is both Einstein’s empty set M and all the other untuned non-M of Universe. The 20F^{3} is the total Universe momentarily all at one time or timeless center. Eternity is 1No frequency 1^{3}= 1 \times 20. The 20 is eternally constant. The rate of wave growth corresponding to Einstein’s $c^= 1
0F^+ 2$.

960.10 Thus the isotropic vector matrix of synergetics’ convergence and divergence accommodates elegantly and exactly both Einstein’s and Newton’s radiation and gravitation formulations, both of which are adequately accounted only in second-powered terms.

960.11 Distance is time. Distance is only frequency-accountable.

960.12 Newton’s intermass attraction increases at the second power as the time-distance between is halved. Newton deals only with mass and frequency to the second power. Einstein deals only with mass and frequency to the second power. Their masses are relatively variable. In one, mass is acceleratingly expended; in the other, mass is acceleratingly collected.

960.13 In synergetics, the total mass somethingness to be acceleratingly expended is 10F^{2}, with always a bonus spin-aroundable-polar-axis 2: Me and the Otherness. In synergetics, the total nothingness and somethingness involved in both inbound and outbound field is 20F^{3}. (Nothing =10. Something = 10. Both = 20.) The multiplicative twoness of me and the otherness. The vector equilibrium and the icosahedron are the prime number five polyhedra; the multiplicative, concave-convex twoness: 2x5 = 10. F³ = Unexpected nothingness F¹ x Expected somethingness F² =F³.