¶ Geometrical Function of Nine (2)
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Index Entry
Geometrical Function of Nine:
"the inherent plurality of unity-- inseparable union. Physics tends to think of ‘complementarity’ (discovered half a century ago) and the latter’s nonmirror-imaged complementation (discovered only twenty years ago) as being the interrelationship characteristics of two separate entities. However, the always-and-only coexistent, non-mirror-imaged complementations also may coexist with inseparable plural-unity.
"Goldy finds she can interconnect the three mid-edge points of a triangle which subdivides the big triangle into four similar smaller triangles and can fold the three corner triangles along their connecting lines to produce two different tetrahedra, because folding the corner triangles under or over produces either a white tetrahedron with a black inside or a black tetrahedron with a white inside. Since the inside of the tetrahedron is concave and the outside is convex, there are two very real and separate tetrahedra in evidence, whose eight (four white, four black) faces have been evolved from only four externally viewable triangles, which four were in turn evolved from one (unity-is-plural) triangle.
“Since both the positive and negative concave tetrahedra have four different black faces and four different white faces, she”
