A Little Bit Of An Update As To Swivel-Like Shapes

Not only does the quantity of point commutators that directly interact with superstrings both during instanton and right after the Regge Action work to influence as to whether or not the said superstrings are relatively swivel-shaped or arced or not, yet, also, the manner in which the said point commutators behave as these interact with the mentioned superstrings also works to influence such conditions such as whether or not a superstring will be relatively swivel-shaped, relatively arced, to what degree such swivel-shaped conditions are being primed, and to what degree some sort of arc-like configurations will be imbued upon such given arbitrary superstrings -- when primarily in consideration here of one-dimensional superstrings.  The more Gliossi the interaction is between point commutators and the superstrings that these help to commute over time, the more is the tendancy of the said point commutators to work to influence such alterations or perturbations in the topological configuration of what I am here discussing as one-dimensional superstrings. I will continue with the suspense later!  Sincerley, Sam Roach.