Part One of the Second Session of Course 9

There are discrepencies in the normalizations between Planck phenomenon related phenomena.  Planck phenomenon related phenomena of our universe are normal with a discrepency of ~1.104735878*10^(-81)i degrees.  Such stated phenomena of the furthest parallel universe in our set of parallel      universes are normal to ours with a discrepency of 32piI degrees.  I can imagine that some people are thinking, "Any charge that is divisible by piI degrees is zero!", yet, if such a number involves the scalar of a charge that  is linearly delineated through a transversal Lagrangian, then, instead, it bears a discrete and definetive value and thereby a discrete and definitive charge.  This means that the parallel universe that is farthest from ours has Planck phenomenon related phenomena normal to ours when one discounts a 32 dimensional separation from our universe.  Each parallel universe has such mentioned phenomena that are normal to each other with a discrepency due to a wobble during each successive instanton of ~1.104735878*10(-81)i degrees.  This corresponds to the wobble of the mentioned related phenomena from within their iterations and reiterations.  So, Planck phenomenon related phenomena that are adjacent to each other and are of the same universe are basically normal (meaning to have an orphoganol relationship in terms of corresponding differential geometry) -- except for the fact that such mentioned related phenomena  wobble during iteration not only by the angle that was previously described, yet, also through the gauge-metrical activity of  close to 100,000 back-and-forth motions per each successive instanton.  The operation of the space-hole  that helps to set the condition of an ensuing Kaeler Metric is involved with the fact that the mentioned related phenomena do not always wobble back-and-forth exactly 100,000 times during the successive course of each multiplicit instanton.  If Planck phenomenon related phenomena were to wobble more than these should during the course of an arbitrary individual instanton in an arbitrary locus, this could form a fissure in space-time-fabric -- since during the successive series of a Kaeler Metric, Planck phenomenon related phenomena must wobble half as much so as to allow for the gauge-activities of the Kaeler Metric eigenstate and the Regge Action eigenstates to both happen right before Ultimon Flow.  I will explain why that is right here.  When the Kaeler Metric is happening in a given locus over the course of sets of 191 instantons per group eigenmetric at the substringular neighborhood where the mentioned Metric is operational at, the duration that would normally occur for just the Regge Action is split into two durations of equal scalar "tempos" -- one for each Kaeler Metric eigenstate and one for each Regge Action eigenstate.  The reorganization of the Gaussian Matrices that happens over the duration in which the "space-hole" and the Basis of Light is kinematic right before instanton-quaternionic-field-impulse works to cause the Wick Action to be brought into motion when the Jacobian eigenbasis of an orbifold or when the Jacobian eigenbasis of an orbifold eigenstate is to change in terms of general Norm Ward Conditions.  The 100,000 back-and-forth wobbling motions of a Planck Phenomon related phenomena happens specifically during BRST to help prepare for the general duration of the Regge Action -- and the Regge Action is what converts the Hamiltonian Operation of the light-cone-gauge during BRST into the multiplicit group wave-tug permittivity that causes superstrings to cycle the Ultimon in-between each instanton.  So, if a Regge Action eigenstate is prepared to operate in half of its normal duration, then, the Planck phenomenon related phenomena that act as the local discrete units of energy impedance must thereby wobble half as much during BRST so as to allow for the added kinematic "drive" that allows for the necessary related Kaeler Metric eigenstate to happen at the latter part of the duration of an arbitrary instanton eigenstate that happens in a given arbitrary locus where a Gaussian Transformation is taking place.  This means that the wobble of the described discrete units of energy impedance here would transpire with half the sub-frequency that it would otherwise occur at so as to allow the initial activity of the light-cone-gauge to bring into motion both the here necessary Kaeler Metric eigenstate and the here necessary Regge Action eigenstate.  How does the wobbling slow down so as to allow what I just said to happpen?  When a Gaussian Transformation is to occur -- whether such a transformation is to be a gauge-transformation or not -- their is a fractor of a multiplicit dipole moment that mainly operates between what is encoded to form two orbifolds and/or that mainly operates between what is encoded to form two orbifold eigenstates.  This is so as to allow for a minimum of two local Gaussian Transformations that will consequently change the Norm Ward Conditions of a minimum of two orbifolds and/or will consequently change the Norm Ward Conditions of a minimum of two orbifold eigensets.  Such a fractor of a dipole moment at such a small scale slows the wobbling of the directly associated Planck phenomenon related phenomena that still sway over a common duration of BRST. (Although, over the last close to 13.7 billion "terrestrial" years, instanton duration has mildly slowed.)  Consequently, the less back-and-forth wobbling of the described discrete units of energy impedance allows for the motion of the light-cone-gauge during BRST to be able to bear the duration of an arbitrary Kaeler Metric eigenstate while allowing an equal duration in a relatively quicker Regge Action.  I am only able to explain so much at once.  I really appreaciate your reading!  God Bless You in the name of Yahweh!  Sincerely, Sam.