915.00 Twinkle Angle

915.01 The faces of an A Quanta Module unfold to form a triangle with 84(30+ 35+ 19) as its largest angle. This is 5less than a right angle, and is known as the twinkle angle in synergetics (see Illus. 913.01C).

915.02 There is a unique 5-ness relationship of the A Quanta Module to the symmetry of the tetrahedron-octahedron allspace-filling complementation and other aspects of the vector equilibrium that is seemingly out of gear with the disequilibrious icosahedron. It has a plus-or-minus incrementation quality in relation to the angular laws common to the vector equilibrium.

915.10 A Quanta Module Triangle and Basic Disequilibrium 120 LCD Triangle: The angles of fold of the A Quanta Module triangle correspond in patterning to the angles of fold of the Basic Disequilibrium 120 LCD Triangle, the Vi2oth Change: fix of a sphere whose fundamental great circles of basic symmetry subdivide it in the same way. The angles are the same proportionally when the spherical excess subsides proportionally in all three corners. For instance, the angle ACB in Illus. 913.01C is not 90 degrees, but a little less.

915.11 It is probable that these two closely akin triangles and their respective folded tetrahedra, whose A Module Quantum phase is a rational subdivider function of all the hierarchy of atomic triangulated substructuring, the 120 Basic Disequilibrium LCD triangles and the A Module triangles, are the same quanta reoccurrent in their most powerful wave-angle oscillating, intertransformable extremes.

915.20 Probability of Equimagnitude Phases: The 6spherical excess of the Basic Disequilibrium 120 LCD Triangle, the 5“twinkle angle” of the A Quanta Module triangle, and the 7“unzipping angle” of birth, as in the DNA tetrahelix, together may in time disclose many equimagnitude phases occurring between complementary intertransforming structures.