¶ Twoness
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Index Entry
Twoness: Additive Twoness & Multiplicative Twoness:
“…The difference between finiteness and infinity is two. The inherent disparity of convexity and concavity introduces an inherent multiplicative twoness. As the chart shows… the additive twoness is that of the two polar points… When the additive twoness and the multiplicative twoness are extracted from any symmetrical and omnitriangulated system, the numbers of vertexes will always be a rational product of one or more of the first four primes: 1, 2, 3, and 5. The number of faces will always be twice the number of vertexes minus two; the number of edges will always be three times the number of vertexes minus two.”
