¶ Cube: Diagonal of Cube
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Index Entry
Cube: Diagonal of Cube:
"Synergetics has discovered that the vectorially most economical
control line of nature is the diagonal of the cube’s face and
not its edge; that this diagonal connects two spheres of the
isotropic-vector-matrix field; and that those spherical centers
are congruent with the two only-diagonally-interconnected
corners of the cube. Recognizing that these cube-diagonal-conne-
cted spheres are members of the closest packed, allspace-
coordinating, unit radius spheres field, whose radii = 1
(unity), we see that the isotropic vector matrix’s field-occurr-
ring-cube’s diagonal edge has the value of 2, being the line
interconnecting the centers of the two spheres, with each half
of the line being the radius of one sphere, and each of the whole
radii perpendicular to the same points of intersphere tangency."
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