Session 14 Of Course 11 About Orbifolds

Most orbifolds have permutations that are viably discernable -- even from an outward extrapolation.  Every orbifold, or, indistinguishably different set of Planck-like phenomenon that at one time made up a certain orbifold at one time or another existed in orbifolds that had permutations that are easily discernable, as I had explained in the initial sentence of this given post.  Although permutations of orbifolds may exist in many varieties of shapes and sizes, the shape and size of an orbifold-based permutation must tend to conform to its surroundings.  For instance, the angular momentum indices of a Planck-like phenomenon must be normal to the directly surrounding angular momentum indices of the adjacent Planck-like phenomena of the orbifold eigensets that both exist near the said initial orbifolds, and, are also of the same universe.  Such a covariant wobble of adjacent Planck-like phenomena that are of the same universe wobble, as said before, at a relativistic angle of wobble of ~1.104735878*10^(-81)I degrees -- causing the orbifolds that are adjacent to each other that are of the same universe to all bear Planck-like phenomena that obey such a condition.  This means that the permutations of the orbifolds that exist during one iteration of instanton must be positioned in such a manner so that these may be able to operate in so as to allow for their directly related angular momentum indices, taken as an eigenset, that are of the directly surrounding Planck-like phenomena from the same given arbitrary universe, to still be normal to the angular momentum eigenbasis of the Planck-like phenomena that exist where the directly related orbifolds that these work to comprise, are at.  The orbifolds that are here discussed are of the spin-orbital eigensets of the directly related Planck-like phenomena, yet, the rule as to the nomal adjacency of the corresponding angular momentum eigensets of the directly associated Planck-like phenomena, that here work to comprise the said orbifolds, still holds.  The center-state of the spin-orbital momenta of the related Planck-like phenomena that are directly surrounding each other must be normal here to one another -- with a relativistic covariant wobble of ~1.104735878*10^(-81)I degrees.  So, the orbifold permutations must here conform to the fact that adjacent orbifold indices must spin with a center-state which is normal to all of the directly surrounding orbifold indices of the same universe, again, with a relativistic covariant wobble of ~1.104735878*10^(-81)I degrees.