The 13th Session of Course 11 About Orbifolds

So, what produces the 32piI degree phase difference that exists in-between different sets of parallel universes?  The curvature of the Royal Arc that exists along with the differentiation of the Main Heterotic Stringular Fabric works to cause the directly related Planck-like phenomena that are parallel from two nearby sets of universes to have a phase difference of 32piI degrees.  The Royal Arc is curved like a half-circle that cusps at the directly associated bottoms of such entities.  Each set of parallel universes has two directly related Royal Arc eigenstates.  There are three sets of universes in the overall space-time-contiuum.  So, the Planck-like phenomena that are parallel from opposite physical sets of universes are off by a phase difference of 64piI degrees.  Here's what I mean by such a phase difference.  Planck-like phenomena of different universes of the same set of parallel universes do not wobble out of normalcy beyond an angle of ~1.104735878*10^(-81)I degrees.  Actually, all Planck-like phenomena wobble during the BRST portion of instanton by ~1.104735878*10^(-81)I degrees, yet, Planck-like phenomena of different universe are off in normalcy by over the so stated ~1.104735878*10^(-81)I degrees.  The most "far-off" parallel universes of our set of parallel universe are off of normalcy to our universe by 32piI degrees to (32piI degrees - (~1.104735878*10^(-81)I degrees).  Planck-like phenomena of each set of parallel universes work to parallel each other, yet, the curved-ness of the directly related Royal Arc eigenstates -- as well as the differentiation of the Main Heterotic Stringular Fabric that is most directly related to the directly prior given arbitrary case scenario -- works to cause this tense of parallel condition to be of by 32piI degrees, when in terms of orphoganation in norm-conditions.  This is also caused in part by the relative placement of the corroborative Planck-like phenomena that are here differentiating in terms of both Laplacian-based and Fourier-based Transformations.  So, the main universe of the central set of parallel universes would have Planck-like phenomena that would wobble between 32piI degrees and (32piI degrees + ~1.104735878*10^(-81)I degrees) -- when relative to our universe.  This is in consideration of all of the layers of reality that are inherent to each given arbitrary individual universe.  This is since our universe is what I believe to be the main universe of the what may be termed of as the relatively near set of parallel universes, and, Planck-like phenomena that are adjacent in our universe wobble at an angle that is by ~1.104735878*10(-81)I degrees.  This phase difference is relative to individual parallel Planck-like phenomena of the two here mentioned respective sets of parallel universes.  I will continue with the suspense later!  Sincererly, Sam Roach.