¶ tetrakaidecahedron
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Index Entry
way of the asymmetry of life. The vector equilibrium
is always asymmetrical. The tetrakaidecahedron is always
14-sided. The point has its part of invisibility as
well as visibility. If you have the domain of a point
it would be a cube, but its 14-ness is in the eight
corners and six faces. The edges come in only as 12 + 2.
Domains of points are omnidirectional, that’s all. They
are-all-space-filling. They could seemingly be spheres
but that does not fill all space, that’s the trouble. They
could be the centers of cubes as a model: that could be
the domains of points. A domain is a system but not a
structure. A cube is a system, but not a structure, until
it is omnitriangulated.
