Describing spacetime quantization requires both directional infinity and magnitudinal equality. Analogous to the perpendicular mesh of longitudinal and latitudinal lines, these are also orthogonal. However, these are dimensional orthogonality. In the physical domain, dimensional orthogonality works perfectly in 3 dimensions. In higher abstract dimensions, orthogonality exclusively resides in the mathematical domain and becomes more or less degrees of visualization. The loss or gain of visibility can be attributed more or less to the existence of directional invariance and to the fact that the quantum of visibility, the photon, has 4-yin and 4-yang topology or dynamic geometry. If 1-yin is electrically negative of magnitude 1/6 then the electron is made of 7-yin and 1-yang: -1/6-1/6-1/6-1/6-1/6-1/6+1/6=-6/6=-1. On the other hand, since the proton is made of 2 up quarks and 1 down quark, it contains 11-yang and 5-yin with electric charge of +1 while the neutron is made of 2 down quarks and 1 up quark, containing 7-yang and 7-yin with electrical neutrality. All these imply that the magnitudinal equality of spacetime quanta as squares of energy has the absolute fractional value of 1/6. Furthermore, all heavier elementary particles contain multiples of absolute value 1/6 but preserve equivalent yin-yang topological patterns of the minimum quark and lepton as well as boson configurations.

As the infinitesimal vacuum orderliness of spacetime continuum and spacetime quantum of square of energy quantization, these configurations demonstrate the natural anal tendency of physical reality. The ultimate result is order out of chaos.