¶ Spherical Triangle Sequence (1)
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Index Entry
Spherical Triangle Sequence:
"boundaries. It is impossible to construct one triangle alone. In fact, four triangles are inherent to the oversimplified concept of the construction of ‘one’ triangle. In addition to the two complementary convex surface triangles appropriate to them and occupying the reverse, or inside, of the spherical surface. Inasmuch as convex and concave are opposites, they cannot be the same. Therefore, a minimum of four triangles is always induced when any one triangle is constructed, and which one is the initiator or inducer of the others is irrelevant. The triangle initiator is an inadvertent but inherent tetrahedron producer; it might be on the inside constructing its triangle on some cosmic sphere, or vice versa.
“It might be argued that inside and outside are the same, but not so. While there are an infinity of insides in Experience Universe there is only one outside comprehensive to all insides. So they are not the same; and the mathematical fact remains that four is the absolute minimum of realizable triangles that may be constructed if any are constructed. But that is not all, for it is also experimentally disclosed that not only does the construction of one triangle on the surface of the”
