Fig 987.230 Subdivision of Tetrahedral Unity: Symmetry
#3:
- The large triangle is the tetrahedron face. The smaller
inscribed triangle is formed by connecting the
mid-points of the tetra edges and represents the octa
face congruent with the plane of the tetra face.
- Connecting the midpoints of the opposite pairs of
the internal octahedron's 12 edges provides the six
axes of spin for the six great circle system of Symmetry
#3. The perpendicular bisectors at A and B
are projections resulting from the great circle spinning.
B also shows an oblique view of the half-
Tetra or "Chef's Caps" separated by the implied square.
(For other views of Chef's Caps compare
Figs.
100.103 B and
527.08 A&B.)
- The six great circle fractionations subdivide the
tetrahedron into 24 A Quanta Modules.
- Exploded view of the tetrahedron's 24 A Quanta Modules.
- Further explosion of tetrahedron's A Quanta Modules.
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