Monday, September 2, 2013

Part One of the Sixth Session of Course 14

Superstrings network out into interconnectivity.  Besides at the space-hole, all superstrings, Planck-phenomena, virtual Planck-phenomena, visage Planck-phenomena, virtual visage Planck-phenomena, counterstrings, stringular encoders, stringular encoder counterparts, and the heterotic superstrings, all connect to each other in one fashion or another.  The more connectivity that a superstring has with another superstring, the more potential effect that the two given strings have upon one another.  Likewise, the more connectivity that a given set of superstrings has with another given set of superstrings, the more potential effect that the two given sets of superstrings have upon each other.  The more connectivity that a superstring's counterpart  has with another substringular counterpart, the more that both the directly corresponding superstring and its directly corresponding Planck-like phenomenon will have more of a potential effect upon each other during the eluded to metric in which such an inter-relation is occurring.  This eludes to the condition that if either a given arbitrary superstring, and/or its corresponding counterpart, and/or its corresponding Fadeev-Popov-Trace, bears a relatively strong connectivity with another given arbitrary superstring, and/or its corresponding counterpart, and/or its corresponding Fadeev-Popov-Trace, then, the stronger is the tendency of a relatively strong potential effect that the just mentioned phenomena will bear toward each other.
I will continue with the suspense soon!  Sincerely, Sam Roach.

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