How are the three semi-hoops (each "semi-hoop" consisting of four world-tubes) that comprise the three sets of parallel universes interconnected? Draw a relatively thin hoop that bears phenomena that moves in general to the relative left. At the bottom of the mentioned thin hoop on the relative right side of your paper draw another relatively thin hoop that bears phenomena that moves in general to the relative right. At the bottom of this latter mentioned hoop draw another of such hoops that that exists corresponding to the interior of the hoop that I began to describe at the beginning of this sentence that also bears phenomena that generally travels to the relative right such as the direction of travel of the interial indices that were mentioned that travel in the hoop that is just interial to the initial hoop that I have mentioned in this sentence. At an arbitrary distance below the initial hoop that I have mentioned the prior sentence, draw an upside-down semicircle of the same size and similar shape of the semicircle that exists just above the two world-tubes that exist in the relative norm-to-holomorphic direction from the corresponding "bottom" hoops, except that the "upper" hoops are directly associated with a concave down semicircle while the "lower" hoops are directly associated with a concave up semicircle. Both of the prior mentioned semicircles are majorized into the two respective halves of the Royal Arc of one set of parallel universes. Have the relatively concave up semicircle conically parallel the relatively concave down semicircle in such a manner that both semicircles that have recently been described are majorized in such a manner that the respective Royal Arc halves are also conically parallel. So, to the relative interior of the relatively most exterior world-tube bears a world-tube that also contains phenomena that generally travel to the relative left when one faces the exterior of physical space-time-fabric. The general tendency of phenomena in a world-tube to move holomoriphically is a condition that corresponds to forward moving time. The general tendency of phenomena in a world-tube to move antiholomorphically is a condition that corresponds to backward moving time. Each of the three "rings" that comprise the three sets of parallel universes exists in the same general manner that I just described earlier in this paragraph. The world-tubes of different sets of parallel universes as well as the three sets of the Royal Arc (two of such semicircular Arc eigenstates that are majorized into parabollic hoops) are interconnected via hermitian yet non-abelian critical cusps that lace the three sets of parallel universes at the bottom of what could be explained as the "troughs" of each of these Royal Arc halves -- the described troughs being at the relatively open end of each of the Royal Arc structures of concavity. Substringular Fock residue is contained thereby by the Ward Neumman Conditions of the peaks of each Royal Arc half, when one considers the curl of the majorized plane of such curvatures to form a semihoop that has a compacified peak at the relatively norm-to-holomorphic end that relates to the phenomena of the forward moving time associated world-tubes of each set of parallel universes,and a semihoop that has a compacitfied peak at the relatively norm-to antiholomorphic end that relates to the phenomena of the backward moving time associated world-tubes of each set of parallel universes. Such an interbinding of hermitian yet non-abelian topology involves a locally multiplicit mini-string interconnection between the Laplacian directed interialized Royal Arc semi-hoops that exist with the same concavity with the relatively exterior world-tubes (This exists, yet with opposite concavity, for the relatively exterior world-tubes involving forward moving time and the relatively exterior world-tubes involving backward moving time) to the relatively interial world-tubes that involve the more interior world-tube of the more interial set of parallel universes. Such interconnection exists between the most exterior set of parallel universes with the next interial set, and between the central set of paralle universe with the most interial set of parallel universes. I will continue with the suspense of the next two parts of this session later! I have written enough for now. You have a phenomenal day!
Sincerely, Sam.
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