1033.62 Zerovolume Tetrahedron

1033.621 The primitive tetrahedron is the four-dimensional, eight-in-one, quadrivalent, always-and-only-coexisting, inside-out and outside-out zero-volume whose four great-circle planes pass through the same nothingness center, the four-dimensionally articulatable inflection center of primitive conceptual reference.

1 tetrahedron = zerovolume

1 tetrahedron = 1 alternately-in-and-out 4th power

1 tetrahedron = 1 ^,/j-^and-^{,/l 8lh} P^wcr

X] = the symbol of equivalence in the converging-diverging intertransforms

Tetrahedron = I⁴ (<—This is the preferred notation for the four

dimensional, inside-out, outside-out, balanced mutuality of tetra intertransformability.)

0 Zerovolume Tetra & VE

4 great circles Tetra & VE

3 great circles = Octa

6 great circles = Duo-tet Cube

12 great circles = Rhombic Dodecahedron

1033.621 Thus the tetrahedron—and its primitive, inside-out, outside-out intertransformability into the prime, whole, rational, tetravolume-numbered hierarchy of primitive-structural-system states—expands from zerovolume to its 24-tetravolume limit via the maximum-nothingness vector-equilibrium state, whose domain describes and embraces the primitive, nucleated, 12- around-one, closest-packed, unit-radius spheres. (See cosmic hierarchy at Sec. 982.62.)