Tuesday, October 19, 2010

Course 5, Session 15, Part Two, The Continuation of The Suspense

Once that the said superstrings and their corresponding Planck phenomenon related phenomena have entered the most adjacent alterior set of parallel universes during the course of the metric of Imaginary Ultimon Time (this duration is in-between instantons), the said superstrings and their corresponding Planck phenomenon related phenomena circle the new world-tube that these have temporarily entered in a holomorphic directoralization until these come to the location of where the antiholomorphically adjacent Basis of Light will form during the sub-metric that will happen right before the ensuing instanton-quaternionic-field-impulse.  The said substringular phenomena will then do this until it enters the ensuing set of world-tubes.  The said superstrings and what will soon be their mini-bases will then circle the now new world-tube in the holomorphic direction that these are in until these come the second time to what is to soon become (during the next sub-metric of the Bases of Light) the adjacent holomorphically placed Basis of Light.  These said superstrings and their corresponding mini-bases will then travel relatively down, across, and up to the adjacent world tube.  The said phenomena that is circling the said world-tube (This is in a sense multiplicit when considering the activity of the phenomena of all three sets of parallel universes, and that each set of parallel universes involves four world-tubes.) will then behave as I described earlier in this post until the said superstrings and their corresponding Planck phenomenon related phenomena have re-entered their home world-tube at the location where each of the Bases of Light of a said world-tube is to form.  (Again, there are four world-tubes actually for each set of parallel universes.)
Once that the said cycling phenomena has entered their home world-tubes, the Bases of Light forms.  Once that the Bases of Light has completed forming, the space-hole ends via the virtual break in homotopy, and what was the Bases of Light now scatters into all of the phenomena that these are encoded to be at as according to the what, where, how, and why that is based on the Ward Caucy Conditions of the relationship between the Bases of Light and their corresponding superstrings, the Laplacian Conditions of the whole scenario that transpires during the sub-metric of the Bases of Light, the topological sways that happen between all of the phenomena that occur during the Bases of Light, the Laplacian and sub-Fourier conditions of the said phenomena codifferentiable with the phenomena in the world-tubes that does not cycle the Ultimon in-between instantons, and the conditions of the substringular encoders.  The purpose of the Planck phenomenon related phenomena and the superstrings bunching relatively together briefly is because the snapping back together of the homotopy that nearly breaks pulls the bunched-up phenomena to scatter as such.  The purpose of the superstrings and norm-states practically breaking homotopy just before instanton-quaternionc-field-impulse-mode is to reorganize the Ward Caucy Conditions of the substringular so that the activity of the total multiplicity Fourier Transform of space and time may involve the sequential series that are necessary for the order and thus the existence of space-time fabric.  The Bases of Light is caused by the limited shape of the multiplicit "oriface" where the said re-entering phenomena are to enter in conjunction with the condition that the light-cone-gauge requires an additional help to the momentum of substringular phenomena, which also allows for the proper delineation of the sum partial integration of all of the said discrete space-time particles that I have described that cycle the Ultimon in-between each instanton.  I hope that my help is good.              
So, for every Planck Time, their is an Imaginary Planck Time.
The "superstrings" that cycle the Ultimon are different from the superstrings during instanton in that the ones that cycle are relatively disorganized in terms of Ward Neumman Conditions, although these still bear a relative proximity of each other when these are relatively scattered while yet just partially disorganized.
I will publish the Last Test for Course Five next.  You have a phenomenal day!  Sincerely, Sam.

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