QBLH

POSTULATE 1: because 10 is the minimum # of points on a 2-cube lattice (the shadow of a hyper-
cube at perigee, seen from 45°, or above one of its “nodes”), it is seen as the maximum expansion
of the singlularity, point, or “node” in time, as the min. # of Vector-directions in 4-space.
LEMMA 2: 10 retains this essential corollary in any configruation. Therefore, regardless of the
arrangement of 10 attributes, the same essential characteristics will describe them: 4-space V.’s.
AXIOM 3: although there can be more (in accordance with the !/" spiral harmonic), there are a
minimum of 10 Vectors in 4-space. Thus, 4-space mathematics is minimum base-10.
AXIOM 4: the maximum regular 2-d shape to translate into the minimum regular 3-d solid is
the base-5 Pentagon, as the base-12 Dodecahedron. Therefore, the min/max of 4-space is base-10.