A Little About The Regge Action

When an arbitrary superstring is not going through Kaeler-Metric, after BRST, the given arbitrary superstring moves through a general unitary Lagrangian in the forward holomorphic direction as a whole at 22.5 degrees two Planck Lengths via the Regge Action until the said superstring goes into what I call Ultimon Flow.
Yet, when the same general type of superstring is in the process of going through Kaeler-Metric into Regge Action right after the corresponding Bette Action, the said superstring, after the directly affiliated eigenmetric of a successive series of eigenmetrics that involve the said duration of Kaeler-Metric, moves from the directly associated Klein Bottle eigenstate at 45 degrees through a Lagrangian as a whole in the forward holomorphic direction via Regge Action until the said superstring goes into what I call Ultimon Flow.  Either way,  the condition of a superstring entering Ultimon Flow from where the said string finished off its corresponding condition of BRST that involves the end of a majority of instanton,  involves a net of a 22.5 degree motion that moves through  a general unitary Lagrangian a traversal of two Planck Lengths until the said superstring enters Ultimon Flow.  I will continue with the suspence later!  Sincerely, Sam Roach.