Let me start out with an obvious ansantz -- of which is to here be followed by an explanation of a concept, which will here at that point, be of more of a simpler degree of thought to be understood than otherwise.: Any given arbitrary imaginary number that is to be multiplied by another given arbitrary imaginary number -- if both of such so-stated imaginary numbers are of a positive imaginary-based nature -- will then result in the computation of what will then be of a negative Real-number-based nature. Nextly, any given arbitrary Real-number-based value that is to then be multiplied by another given arbitrary Real-number-based value, will then result in the computation of what will here be another value that is of a Real-number-based nature. Any given arbitrary Kunneth formulation, that would here work to involve the directly corresponding import of a Yukawa-affiliated Yang-Mills light-cone-gauge topology, -- will then result in the Hodge-based adding of the directly associated orbifold eigensets, that are to here be of the so-eluded-to non abelian, or, in other words, of the so-stated Yang-Mills light-cone-gauge topology, to where such a euclidean additive process would then work to acrue to a set of compiled imaginary, or, in other words Njenhuis indices -- since the directly corresponding Yang-Mills symmetry may here be described of as being of an imaginary-norm relation -- to what would here be of a kinematic interaction that is to happen here, towards the directly correlative entropic Real Reimmanian Kaluza-Klein light-cone-gauge-based supersymmetry. Here. Let us consider here a set of photons - that, when not scattered, are always to tend to be here of a Yang-Mills light-cone-gauge topology -- that are to quantifically strike and then scatter upon another initially set phenomenology. The electromagnetic energy, or, in other words, the quantized set of photons -- are to then act in so as to scatter, in what may here be described of as a Calabi-based interaction -- of which will then tend to work in so as to form a Gaussian inter-relation, that is known of as as gauge-transformation. The thus entropic photons, when this is taken immediately after these so-stated photons have been scattered -- will then tend to be perturbated from the initial Yang-Mills topology, into what is to now to be of a Kaluza-Klein light-cone-gauge topology, BUT NOT OF A YAU-EXACT NATURE -- for the initial 384 iterations of group-related instanton, right after the said collision for each individually taken scattered photon is to happen, which is again right after these said photons have acted in so as to bear their correlative Gliosis-based contact, with the multiplicit holonomic substrate that these have collided with. Even though the overall said scatterered quanta of electromagnetic energy is slowed-up, when it strikes a medium other than a vacuum -- the initially entropic photons are to here initially be sped-up in a flow that is not of a Noether-based nature -- during the said initial 384 iterations of group-related instanton, after these have collided with a metrical-gauge-based Hamiltonian operator, in a Gliosis-based manner. Immediately after the said 384 initial instantons in which these entropic photons had just sped-up, these respective photons are to then slow-down to a greater scalar amplitude than these had initially sped-up. Yet, the process of the directly correlative orbifold eigenset -- being put into a "position" in so as to need to "catch-up" with the said entropic photons, as these said scattered photons are being multidirectorally scattered -- works to tend to involve the ironic condition, due in part to the means of the activity of this said "catching-up," that scattered light that strikes any medium other than a vacuum will always tend to go slower than light would otherwise travel at, as it is traveling through any of such a medium other than a vacuum, -- as is according to Snell's Law.
I will continue with the suspense later! To Be Continued! Sincerely, Samuel David Roach.
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