A Little Bit About Orbifold Eigensets

All of the orbifolds that are interconnected to form any given arbitrary orbifold eigenset are of the same universe.  This means that all of the orbifolds that work to comprise any given arbitrary orbifold eigenset are of the same genus of Real Reimmanian spatiality.  This means that -- not only do all of the superstrings that work to comprise an orbifold eigenset - yet, also, all of the orbifolds that work to comprise the same given arbitrary said orbifold eigenset, exist according to the same Gaussian Linear Algebra-based format.  Often, though, there may be, to a certain degree, some sort of cohomology between different orbifolds that are of different universes.  Yet, the directly prior mentioned cohomology-based format will here never be of a Gliossi manner.  (This is in so long as universes that the said given arbitrary substringular phenomena belong to does not change here spontaneously.)    This also eludes to the condition that all of the superstrings that work to comprise an orbifold eigenset are definitely of the same universe.  The relationships, spatial-wise, between superstrings and orbifolds that are adjacent that are of different universes involve norm-based anglings -- as taken subtended between their corrresponding Planck-like-based phenomena -- that are off from being orphoganal with a covariant erlativistic-based wobbling that is at ~1.104735878*10^(-81)I degrees.  This makes those formats of spatial relationships that exist between superstrings and orbifolds and orbifold eigensets that are of different universes bear less of a tendancy of a direct albelian-based interaction with each other -- when taken at a Poincaire level -- than superstrings, orbifolds, and orbifold eigensets that are of the same universe.  I will continue with the suspense later!  Sam.