Part Two As To Rate of Approach of Proximal Indices

As I had left off before, the more that an orbifold eigenset moves quickly -- in the process of making a collision with another given arbitrary orbifold eigenset, the more likely that the scalar amplitude of the resultant Hamiltonian operation of the so-eluded-to substringular "momentum" will tend to be higher.  The higher that the scalar magnitude of the Hamiltonian operational index is for a collision --that would here exist as a respective given arbitrary Yakawa Coupling that would here work to form a Gliossi interaction between two interdependent sets of orbifold eigensets, the more likely that there will be a certain form or another of a torsioning that would then act upon the here given respective orbifold eigensets -- of which would move in the direction of loosening the Ward-Neumman interconnections that would exist in-between the so-stated orbifold eigensets.  This loosening of the interconnectivity that would here be existent among the Ward-Neumman bounds of the so-stated orbifold eigensets, and also among certain reverse-fractals of such orbifold eigensets, tends to be brought into the capacity of happening -- the faster that there is a rate of approach of the multiplicitly proximal superstringular indices, of which move toward an initially more stable set of orbifold eigensets.  This is due in part to the general manner of the homotopic tying and untying of covariant superstringular eigenindices that are brought toward each other, at a relatively increasing rate of Noether-based propagation.  The higher the rate of such a covariant propagation, that there is of one of such orbifold eigensets -- the one towards the other -- the more likely that there will be at least some form or genus of a torsion that would then potentially exist upon the said orbifold eigensets, of which will bear at least some of a tendency towards the untying of the interconnectivity of either some of the here directly pertanent orbifold eigensets, and/or involving at least some of a tendency towards the untying of the interconnectivity of a reverse-fractal of the manifold of the directly affiliated orbifold eigensets.  To Be Continued!  I will continue with the suspense later!  Sam Roach.