¶ XYZ Quadrant at Center of Octahedron
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XYZ Quadrant at Center of Octahedron:
"We know the fundamental intercomplementations of the external convex macro-tetra and the internal concave micro-tetra with all conceptual systems. Looking at the four successive plus, minus, plus, minus, XYZ coordination quadrants we find that a single 90-degree quadrant of one hemisphere of the spherical octahedron contains all the trigonometric functioning covariations of the whole system. When the central angle is 90° then the two small corner angles of the isosceles triangle are each 45°. After 45° the sines become cosines and vice versa. At 45° they balance. Thereafter all the prime numbers that can ever enter into prime trigonometric computation (in contradistinction to complementary function computation), occur below the number 45. What occasions irrationality is the inability of dividends to be omni-equi-divisible due to the presence of a prime number of which the dividend is not a whole product.
“This is why we factor completely or intermultiply all of the first 14 prime numbers existing between 1 and 45 degrees, inclusive of which 14 we multiply the first eight primes to many repowerings which produces the Scheherazade Number which, when used as the number of units in a circle, becomes a dividend permitting omnirational computation accommodation of all the variations of all the trigonometries of Universe.”
