226.00 Principle of Functions
226.01Definition: The principle of functions states that a function can always and only coexist with another function as demonstrated experimentally in all systems as the outside-inside, convex-concave, clockwise-counterclockwise, tension-compression couples.
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1620 x 180,600,320,600= 720= Regular Geodesic Two- Frequency IcosahedronNumber of Vertexes Multiplied, by 160 42x360= 15,1 20Number of Triangles
Multiplied by 180
Equals Sum of Angles
around All Vertexes80 x180= 14,400 Difference15,120= 14,400= 1 tetrahedron Regular Geodesic Four-Frequency Icosahedron162x560= 58,5 20 x 180,600,320,600= 1 tetrahedron Si 812x360,320 tetrahedron Regular Geodesic Nine-Frequency Icosahedron Table 224.70B Tetrahedral Mensuration Applied to Spheres.
226.02 Functions occur only as inherently cooperative and accommodatively varying sub-aspects of synergetically transforming wholes.
226.10 Corollary: Principle of Complementarity: A corollary of the principle of functions is the principle of complementarity, which states that two descriptions or sets of concepts, though mutually exclusive, are nevertheless both necessary for an exhaustive description of the situation.
226.11 Every fundamental behavior patterning in Universe always and only coexist s with a complementary but non-mirror-imaged patterning. UNDERLYING ORDER IN RANDOMNESS Table 227.01 Underlying Order in Randomness. image
227.00 Principle of Order Underlying Randomness
227.01 Definition: The number of relationships between events is always
N2 N
}
2
Where:
N = the number of events of consideration
227.02 The relationships between four or more events are always greater in number than the number of events. The equation expresses the conceptuality of the number of the most economical relationships between events or the minimum number of interconnections of all events.
227.03 The number of telephone lines necessary to interequip various numbers of individuals so that any two individuals will always have their unique private telephone line is always *(N 2 N)l2,*where Nis the number of telephones. This is to say t hat all the special interrelationships of all experiences def ine comprehension, which is the number of connections necessary to an understanding of “what everything is all about.” When we understand, we have all the fundamental connections between the star events of our consideration. When we ad d up all the accumulated relationships between all the successive experiences in our lives, they will always combine cumulatively to comprise a tetrahedron, simple or compound.