Well hello again so soon, this is Sam Roach with the conclusion of my exciting recent post about Compactification and Yakawa Couplings! How are you doing?! Please feel free to comment.
At the point that the first-ordered point particles that are related to a specific tori-sector-range, during instanton, that appertain to superstrings and Planck phenomenon related phenomena, after virtually two circuits of the associated Royal Arc eigenstate, reach the section that is local to what is to be the directly posititionally antiholomoriphic "Trace" of what will be the tori-sector range that is right before the general locus, these first-ordered point particles will go "down" (relatively norm to antiholomoriphic) the "top" of the Main Heterotic Stringular Fabric until these reach the middle of the said Heterotic String. when the said point particles approach the said Heterotic String, indices or constituent-force-sectors that act as a "vapor" coming from both the said Heterotic String & the said point particles act like "sticks" that are normalizable to strike in a manner that pushes the Heterotic String to open as these points approach this. By the time that the said point particles reach the "string" (a Heterotic integration that forms the said entity), the said point particles "knock" the "sticks" down in a manner that still allows a topological Gliossi maintainance of homotopy, and the associated point particles (first-ordered) are able to flow through the metaphorically stretched maze of the Main Heterotic String. Just as the points start traveling through this "string", the fabric of this holonomic entity goes from what was compactified to decompactified (stretched out, here), to recompactified at the point that the sum of the covariant codifferentiating point particles have gone into the sub-metric of the Bases of Light. This is an example of a Yakawa Coupling that allows for the operning of a "string" that later compactifies. This is like a major fractor of the function of microtubules to the existence of living cells. I hope that I have answere some of your questions.
Sincerely,
Sam.
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