Well hello again world, this is Sam Roach here to provide for you the second part of the ninth session of Course Nine! I hope that my method of conveying information and knowledge makes it relatively easy for at least some people to see the gist as to what I am trying to teach!
As an example of the recycling of a ground-state gauge-condition converting into a norm-state gauge-condition, which will also give you the gist as to how norm-state gauge conditions recycle into ground-state gauge-conditions, I will provide an example that will help the reader to grasp a little bit better what I just recently tried to convey.: For instance, if a norm-state were to be illuminated at one instant when there were 10^(43) general eigenstrings in a corresponding substringular encoder that is related to one tori-sector-range, then it would take one second for the described norm-state's holonomic topological fabric itself to recycle from the condition of being a norm-state to being a ground-state back to being a norm-state. Yet, extrapolation methods would not be able to directly detect such changes in the associated norm-state field on account of indistinguishable differences. Or, for instance, if a norm-state were to be illuminated at one instant when there were 10^(40) general eigenstrings in a corresponding substringular encoder that is related to one tori-sector-range, then it would take one millisecond for the described norm-state's holonomic topological fabric itself to recycle from the condition of being a norm-state to being a ground state back to being a norm-state. Respectively, if a ground-state were to be illuminated at one instant when under the two prior individually taken conditions, the first proscribed ground-state would recycle its holonomic topological fabric itself from ground to norm to ground in one second, while the second proscribed ground-state would recycle its holonomic topological fabric itself from ground to norm to ground in on millisecond. When a norm-state or a ground-state redelineates from one tori-sector-range to another, it will take two whole seconds for its holonomic topological substance itself to recycle fully if both of the related substringular encoders contained 10^43 eigenstrings in a corresponding substringular encoder, two milliseconds for its holonomic topological substance itself to fully recycle if both of the related substringular encoders contained 10^40 eigenstrings, and 1.001 seconds for its holonomic topological subsance itself to fully recycle if one of the related substringular encoders contained 10^40 eigenstrings while the other related encoder contained 10^43 eigenstrings. This holds true only under the conditions of one discrete unit of time being exactly 10^(-43) seconds. As described before, we only generally notice activity that happens from within the Main-World-Tubes. The Royal Arc, the Main Heterotic String Fabric, and the hoops that contain the substringular encoders are -- for all practical purposes -- undetectable by us under normal conditions. What I mean by a full recycling of the holonomic topological substance of a norm-state means that the mini-string or substringular field of such a superstring taken as specific covariant entities that are mapped out in terms of their redistribution and redelineation -- although indistinguishably replaced to allow for a minimization of excess entropy -- takes anywhere from one millisecond to two seconds for the whole process of being converted from its here original norm-state-based phenomenon to a ground-state-based phenomenon then back into a norm-state-based pheonemenon. This is only under the conditions that only two layers of reality are shared by the indistinguishable replacement of mini-string for a ground or a norm state over the course of about two terrestrial seconds -- if you get my drift. Yet this does not necessarily mean that the recycled norm-state here described is relocalized back into the identicle Fourier Translation of where its original covariant-based field was located. The same is true for the full recycling of ground-states, except that the mini-string of ground-states recycles into norm-states that reconvert back into ground-states.
The reason as to why there must be a Royal Arc is that the number of second-ordered point particles that exist in the Main Heterotic String Fabric -- which is where superstrings are pulled into association with all three sets of parallel universes in-between the course of each instanton, and is also the general region where norm-states convert most directly into ground-states, while also acting as the basis of the jointal translation of phenomena -- must be counterbalanced by the same number of second-ordered point particles that exist within a relatively smooth-curved Ward Neumman Bounds that acts to most directly recycle ground-states into norm-states. Once norm and ground states convert into ground and norm states, these states -- in terms of their holonomic topological substance -- convert back into norm and ground states that are correspondingly localized, under the conditions of indistinguishable covariant codifferentiating differences, at whichever locus such eigenstates of gauge-action are encoded to be at according to the combined conditions of the Laplacian and Fourier Translation of the substringular encoders, the Laplacian and Fourier Translation of the said holonomic topological phenomena in terms of the substringular association that exists in the integrable summed partial differentiation of superstrings with their corresponding "mini-bases" during the Bases of Light, the multiplicitly applied covariance of imaginary supercharge in terms of all of the effective Real Reimmanian and Njenhuis directoralizations that such eigenstates of charge bear permittivity within and/or amongst each other, and, the Laplacian and the Fourier Translations that are associated with the status of orientation of the given superstring -- orientable superstrings obey Noether Flow, while unorientable superstrings are tachyonic. I would think that I've described enough today! Study hard -- Test Two of this course will be two sessions from now! God Bless You, and you have a phenomenal day and a merry new year! Sincerely, Sam.
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