Some Stuff As To Cohomologies Between Orbifolds

When two or more orbifolds that are each respectively from different universes form a cohomologal spatial distribution over time, in such a manner that here exists between these over the course of a given arbitrary Fourier Transformation, these said orbifolds tend to act independantly over the mentioned course of time relating to the eluded to metric over the said Fourier Transformation.  Each of these orbifolds -- in this case -- exist in separate universes over the time in which the said orbifolds differentiate to perform their given arbitrary functions.  Each of the said orbifolds that I have mentioned here exist under a Njenhuis tense relative to each of the other related orbifolds that exist in this discussed case scenario.  Out of all of the orbifolds that are involved in this isolated case scenario, each orbifold that here exists in this given arbitrary situation is only Real Reimmanian to itself, since here, we are only discussing a format that involves individual orbifolds that each belong to different universes.  Since the mentioned orbifolds that are involved in this case work to form a cohomology, there is here a certain degree of spatial intermingling of the physical delineations of the superstrings that partake of each of the orbifolds relative to one another over the duration of the Fourier Transformation that happens as the said orbifolds differentiate kinematically over time.  The just eluded to intermingling, though, does not bear Gliossi interactioins between those superstrings that are of different universes at a Poincaire level, and thus, the just eluded to case does not involve orbifolds that bear Gliossi interactions at a Poincaire level over the time in which the said orbifolds differentiate to perform their functions over time.  So, even though the discussed orbifolds here intermingle physically at a substringular level -- as may be mapped out both in a Laplacian manner per instanton, as well as may be extrapolated in a Fourier manner over time --, the mentioned orbifolds, due to the differences that here exist in their subtended Planck-like related covariant codifferentiable wobble per instanton and as integrated over a successive series of instantons, do not directly interact here under any abelian pretext that may viabley allow for a direct wave-tug of any one of the mentioned orbifolds upon any of the other orbifolds that are here being related to under the said given arbitrary case scenario.  I will continue with the suspense later!  Sincerely, Sam Roach.