Sunday, January 11, 2015

Part One of the Ninth Session of Course 18 -- The Ricci Scalar and Kaeler Differentiation

Substringular phenomena of one of set of parallel universes -- such as superstrings, their corroberative counterstrings, and Planck Phenomena related phenomena of one given arbitrary set of parallel universes -- all travel over the course of four general cycles through the Main Heterotic Stringular Basis of phenomena in total, before finding their way back to their respective Bases of Light -- of their respective given layer of reality or tori-sector-range of their respective parallel universe.  (This is true for all of the superstrings of each of the three sets of parallel universes.) Each "time" that the phenomena of one set of parallel universes cycles through the generally unnoticed duration of Ultimon Flow, it takes one relative Njenhuis or Imaginary Planck Instant to go through this process, in total -- until the superstrings of each set of parallel universes go back to resuming being under the condition of being back into the state of group instanton.  Out of this, it takes one Planck Bar of relative Njenhuis or Imaginary time for the superstrings to collect, in so as to gather to cycle out of their respective world-tubes, another Planck-Bar Njenhuis time for these superstirngular bases of phenomena to cycle around the adjacent set of world-tubes, three more of such cycling, while then going from the Njenhuis activity that is directly associated with the Basis of Light (for About (2pi-6)/2pi of one Planck-Bar time), up until the instanton-quaternionic-field-impulse-mode happens for About 6/2pi of one Planck-Bar instants -- up until the activity of group instanton is to reoccur.  More specifically, (2pi-6)/2pi verses 6/(2pi) of Njenhuis Planck-Bar Time.
To be continued!  Sam.

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