986.580 Consideration 15: Surface Constancy and Mass Discrepancy
986.581 Those AC"B triangles appear in the upper left-hand corner of either the T Module’s or the E Module’s square areas COCC", one of which has the edge length .994 V and the other the edge length of 1.0000 a V. Regardless of what those AC"B triangles may or may not do, their AC"B areas, together with the areas of the triangles ACO, ABO, and BCO, exactly constitute the total surface area of either the T Module or the E Module.
Surface of T Module = .994K2
Surface of E Module = 1.00000 a V2
986.582 The outer triangle AC"B of the T Quanta Module is an inherent energy conserver because of its foldability into one (minimum-something) tetrahedron. When it folds itself into a miniature T Module with the other 119 T Modules as a surface-closed rhombic triacontahedron, the latter will be a powerful energy conserver perhaps reminiscent of the giant-to-dwarf-Star behavior. The miniature T Module behavior is also similar to behaviors of the electron’s self-conservation. This self-conserving and self-contracting property of the T Quanta Modules, whose volume energy (ergo, energy quantum) is identical to that of the A and B Modules, provides speculative consideration as to why and how electron mass happens to be only /1836 the mass of the proton.
986.583 Certain it is that the T Quanta Module-»E Quanta Module threshold transformation makes it clear how energy goes from matter to radiation, and it may be that our little comer triangle AC"B is telling us how radiation retransforms into matter.
986.584 The volume of the T Quanta Module is identical with the volumes of the A and B Quanta Modules, which latter we have been able to identify with the quarks because of their clustering in the cosmically minimum, allspace-filling three-module Mites as A + , A-, and B, with both A s holding their energy charges and B discharging its energy in exact correspondence with the quark grouping and energy-holding-and-releasing properties, with the A Modules’ energy-holding capabilities being based on their foldability from only one triangle, within which triangle the reflection pattern ing guarantees the energy conserving. (See Secs. 921 and 986.414)
986.585 As we study the hierarchy of the surface areas of constant volume 1 and their respective shapes, we start with the least-surface A Quanta Module which is folded out of one whole triangle, and we find that no other triangle is enclosed by one triangle except at the top of the hierarchy, where in the upper left-hand corner we find our Minimod T or Minimod E tetrahedron foldable out of our little triangle AC"B, whose fold-line patterning is similar to that of the triangle from which the A Quanta Module is folded. In between the whole foldable triangular blank of the A Quanta Module and the whole fold able triangular blank of the Minimod T or Minimod E, we have a series of only asymmetrical folding blanksuntil we come to the beautiful squares o the T and E Quanta Modules, which occur just before we come to the mangles of the minimod tetrahedra, which suggests that we go from radiation to matter with the foldable triangle and from matter to radiation when we get to the squares (which are, of course, two triangles).