What Bears The "Most" Orphogonation -- Just a Reminder

There are three sets of parallel universes.  There are 48 tenses of each general format of orphoganation -- 2pi goes into 96pi 48 times.  This means that there are 16 sets of orphoganation in terms of the tense of the general format of orphoganation that exist in each set of parallel universe that exists in the space-time-continuum.  Each tense of the said general format of orphoganation that exists bears its own basis of Real Reimmanian Gaussian-based spacing when in terms of their covariant-based Hamiltonian  operational indices -- this of which works to organize as to what spaces are real when relative to one another, and, what spaces, instead, bear a Li-Algebra basis that is Njenhuis to one another.  The more Njenhuis the covariant chirality that one space bears, in terms of the dual Ward conditions of orphoganation that two different spaces bear relative to one another, then, the greater the disparity of format that the two covariant spaces bear when one considers the one toward the other.  So, the more remote the tense of the general format of orphoganation is, when this condition of  "relative remote" is of one space that inter-relates different superstrings that are relative to one another in orbifolds -- that here respectively consist of one or more superstrings -- then, in a sense, the more of a disparity of orphogantion that the first given arbitrary space has toward the second one that is here given as such, respectively.  I will continue with the suspense later!  Sincerely, Sam Roach.