Thursday, February 3, 2011

Part Four of the Fourteenth Session of Course Six

Well hello again world, this is Samuel David Roach here!  Happy to be back!  Here we go!

               
Superstring-related ground-states that are indistinguishably different through a successive series of iterations, when not considering alterations in metric-gauge quanta and exterialized filled permutations by the related Fourier Transformations that happen to the given ground-states in the delineatory translation of the given ground-states in the course of their redistribution through the multiplicit operand of space, are superstrings that are detectable as relating to light matter and light energy.  (These are the illuminated superstrings.)  Superstring-related ground-states that are distinguishably different, through a successive series of iterations, in terms of the permutations that are Gliossi to the holonomic structure of the described superstrings over the related Fourier Transformations, that happen to the ground-states in the delineatory translation of the given ground-states in the course of their redistribution through the multiplicit operands of space, are superstrings that are detectable as relating to dark matter and dark energy.  Exterialized field permutations here are alterations in the fields that surround superstrings, yet are not appertaining to the topological Laplacian mapping of the here mentioned superstrings themselves, while permutations that are Gliossi to the holonomic structure of the described superstrings are alterations in the topological Laplacian mapping of the here mentioned superstrings themselves -- whether the exterialized fields appertaining to the associated superstrings here may or may not be altered in terms of the mini-string interactions in a Fourier tense, or altered in terms of the mini-string relativistic delineations as taken in a Laplacian tense.  Because I love the Human Race!
Sincerely, Sam Roach.                                                                                                          

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