Formats For Different Types Of Kunneth-Based Formulations

There are 32 spatial dimensions in one set of parallel universes.  This means that there are 16 general genus-formats of Njenhuity in one set of parallel universes.  So, even though there are 9.1*10^(82) universes in one set of parallel universe, these universes that work to comprise this set consist of a total of the said 16 general genus-formats of Njenhuity from within the said set of parallel universes.  This means that even though one could theoretically compare one orbifold that exists in correlation with one other orbifold from a total of the eluded to 9.1*10^(82) different respective universes from within our set of universes, and, such a correspondence -- when in terms of the covariance between these said orbifolds, would involve a Kunneth Formulation in order to work to determine a specific Li-Algebra-based Gaussian spatial relationship between each individual respective orbifold that is being considered here with each other at once -- over a given arbitrary Laplacian Transformation, one may often more specifically compare 16 orbifolds that exist as individual orbifolds that exist in different universes that each bear a different genus of Njenhuity.  Such a correspondence may be used in order to work to compare the covariant Laplacian and the covariant Fourier codeterminable and codifferentible eigenbases that show an actual spatial inter-relationship between universes from the same set that are not only different, yet, also each bear a different tense of complex spatial genus.  I will continue with the suspense later!  Sincerely, Sam Roach.