527.50 Fiveness: Five-Dimensionality

527.51 We know that the sphere points on the outer shell of the vector equilibrium and the icosahedron (between which states the pulsative propagation of electromagnetic waves oscillates) isolate the icosahedron and the vector equilibrium, but the number of points remains the same: 10F^{2}+ 2.

527.52 10F^{2}which ten, being divisible by the concave-convex twoness, brings in the prime number five to the hierarchy of low-order prime numbers characterizing synergetics. The polar twoness is the additive twoness. The twoness in the ten is the basic multiplicative twoness; it is the concave-convex unity-is-twoness inherent in the nuclear sphere and in the number of outer spheres in the vector-equilibrium-icosahedron’s regenerative system, which always equates as 10F^{2}+ 2.

527.53 The fundamental fiveness is introduced with the initial (frequency is \sfrac{1}{2}, i.e., in equilibrium, that is, poised between \sfrac{1}{2} positive and \sfrac{1}{2} negative) vector equilibrium interiorly defining the nuclear sphere where the vector equilibrium’s volume = 2.5 (i.e., \sfrac{5}{2}) and the two-frequency’s eightfold volumetric increase is 20.

527.54 Five-dimensionality is realized by the pulsation of the positivenegative VEIcosaVEas 2.5five. (Where VE stands for vector equilibrium and Icosa stands for icosahedron. Compare the interaction of the 31 great circles of the icosahedron and the 25 great circles of the vector equilibrium. See Sec. 1042. )