Next As To Reverberations

Let us here consider a different general case scenario, as to a reverberating orbifold eigenset -- that is to here, circulate in a basically rectangular Lagrangian-based path, at what is to will here be at a relatively internal-based reference frame, over time.  Let us next say that the here respective given arbitrary orbifold eigenset of such a respective case scenario, is to initially move in a relatively "straight" manner -- in such a way, as to where such a relatively "straight" direction is to here be considered as to be going in what may be here called of as the respective holomorphic direction.  Some time later, the so-stated orbifold eigenset is to turn towards the relative right or in the relative Njenhuis-to-reverse-holomorphic direction.  Let us next say, that some time later -- the said orbifold eigenset is to turn to the relative "right" as such, -- at an initial total of four times -- in so as to be reverberating in the earlier stated rectangular Lagrangian-based path.  Let us now say, that, upon the fourth so-eluded-to completion of such a so-stated "right"-based turn of the said orbifold eigenset -- there is to be a mild perturbation or alteration in the Stoke's-based angling of the directoral-based pulsation of the so-stated orbifold eigenset -- to where the said eigenset is to here be starting in the course of a rectangular reveberation, that is cyclical in permutation, over time.  Let us next say that such a just started iterative course of a rectangular-based reverberation, is to here be reiterative, over a successive series of instantons -- at a relatively internal reference frame.  At a relatively more external reference frame --  the so-stated orbifold egienset is to reverberate from going into the relative "down" or reverse-norm-to-holomorphic direction, into subsequently at a future metric -- going into the relative "up" or forward-norm-to-holomorphic direction.  In this given arbitrary respective case scenario -- that group-attractor, that is to help in working to cause the said relatively "down" motion, is to act in a chiral-based manner upon the said orbifold eigenset, whereas that group-attractor, that is to help in working to cause the said relatively "up" motion, is to act in an antichiral-based manner upon the said orbifold eigenset.  This latter mentioned difference from what was said as to happen in earlier posts, is due to the condition, that, at a relatively internal reference frame of this here differing case scenario -- the respective orbifold eigenset is to bear a tendency of a relatively "right" turning mode instead of bearing a tendency of a relatively "left" turning mode.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.