¶ Basic Triangle
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Index Entry
Basic Triangle: Basic Equilibrium 48 LCD Triangle:
"Because each of the octahedron’s eight faces are subdivided by their respective six sets of spherical ‘right’ triangles (three positive-three negative), whose total of 6 x 8 = 48 triangles are the 48 LCD’s vector-equilibrium, symmetric-phase triangles, and because 120/48 = 2½, it means that each of the vector equilibrium’s 48 triangles has superimposed upon it 2½ positively askew and 2½ negatively askew triangles from out of the total inventory of 120 LCD asymmetric triangles of each of the two sets, respectively, of the two alternate phases of the icosahedron’s limit of rotational aberrating of the vector equilibrium.
“This 2½ positive superimposed upon the 2½ negative, 120-LCD picture is somewhat like a Picasso duo-face painting with half a front view superimposed upon half a side view. It is then in transforming from a positive two-and-one-halfness to a negative two-and-one-halfness that the intertransformable vector-equilibrium-to-icosahedron, icosahedron-to-vector-equilibrium, equilibrium-to-disequilibriumness attains sumtotally and only dynamically a spherical fiveness.”
¶ Citations
