Smoother Flow Of Recursive Perturbation Of Net Light-Cone-Gauge Eigenstate -- Greater Tendency Of Braided Cohomology

 The relatively smoother that the recursive perturbation, that is here to be appertaining to the net cohesive light-cone-gauge eigenstate, of which is here to be dealing with a rotating given arbitrary respective mass-bearing cohesive set of discrete energy quanta,  it thereby is to follow, that the higher of a probability that will consequently tend to exist, in which such an inferred "team" of energy quanta, will thereby be more likely to bear a braided cohomology, than it otherwise would, if instead, such a said "team" of energy quanta, were not to bear such a relatively smooth recursive perturbation, when in regards to its correlative net cohesive light-cone-gauge eigenstate. I will continue with the suspense later! To Be Continued! SAMUEL ROACH.