The Fourth Part Of Cyclical Reverberations And Reference Frames

Let us initially say that one is dealing with the situation which is as before -- to where there is a respective given arbitrary orbifold eigenset, that is to here be reverberating in a cycle -- in which the said orbifold eigenset is to be moving at the so-eluded-to relatively internal reference frame, via a relatively rectangular Lagrangian-based path that is cyclical permutative -- in such a manner to where it works here in so as to bear a Fourier-based turning at each corner, to the relative left or Njenhuis-to-forward-holomorphic direction, to where, from a relatively external reference frame, the so-stated set of superstrings that are here operating in so as to perform one specific function, is, as well, reverberating back-and-forth in a cycle that goes from moving into the relative "up" or norm-to-forward-holomorphic directoral-based path, into then going into a motion that is then going into the relative "down" or norm-to-reverse-holomorphic direction, and back again, -- to where the so-stated relatively external-based flow, is to here act in a tensoric-based manner, when this is in a direct relationship to the here more relatively internal-based flow. As said before, -- those group-attractors that act upon the said orbifold eigenset -- in so as to help to work to cause the said eigenset to move into the said relative "up"-based direction, act upon the said orbifold eigenset in a relatively chiral-related manner, -- whereas contrariwise, those group-attractors that act upon the said orbifold eigenset in so as to help to work to cause the said eigenset to move into the said relative "down"-based direction, act upon the said orbifold eigenset in a relatively antichiral manner.  The general effect of the just mentioned chiral-based influence, that is of this particular case, will then tend to work in so as to help to form a scalar magnitude of those certain directly corresponding torsional eigenindices, that will then tend to bear the index-based existence of singularities that will have Real Reimmanian roots, whereas, in contrast, the general effect of the here mentioned antichiral-based influence of this particular case, will then tend to work in so as to help to form a scalar magnitude of those certain directly corresponding torsional eigenindices, that will tend to bear the index-based existence of singularities that will have complex roots.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.