Diverging Universal Settings Of Orbifolds

Let us say one were to have a relatively large quantity of universal settings, that would here be proximal localized at a region of core-field-density to the Yukawa-based cohomological setting that is of a specific genus of orbifold eigenset -- that was, in the initial tense of this given arbitrary case, in a state of Majorana-Weyl-Invariance -- in each of the individually taken universal settings of those orbifold eigensets that would have here worked to form the said genus of orbifold eigenset that would have here initially been in a state of conformal invariance, over a relatively transient sequential series of group-related instantons, that would have been at the start of such a respective given arbitrary case.  Let us next say that all of those different universal settings, that would here be of the same so-stated genus of orbifold eigenset, were perturbated in a similar but different manner -- into a Cevita interaction, that would here work to pull off the orbifold eigensets that would here work to encode for the same general tense of genus of orbifold eigensets, but for each of the individually taken tensors of universal-based setting, to where these are then to be pulled into being annharmonically perturbated out of the initial tense of Majorana-Weyl-Invariance that I have here cited.  At this point -- the individually taken orbifold eigensets -- would then tend to diverge in their explication of delineatory indices -- in so as to work to bear a Clifford Expansion of those Yukawa eigenindices that these had initially worked in so as to be inter-bound by them, to where the initial tense of the similarities by which these so-stated orbifold eigensets had initially shared amongst each other, would then diverge by the means of the hyperbollic Fourier-based activity of that set of ghost-based inhibitors -- that would have here acted upon the said orbifold eigensets, in so as to bring the Ward-Caucy condition of a Rayleigh scattering of the initially inter-binding cohomological index, that is of the mappable tracing that was initally preminant -- to where the adjacent eigenindices of the individually taken universal settings of the said genus of orbifold eigenset, that had initially been of an even chiraliaty -- would then be of an odd and diverging chirality, over time.