A Little Bit of Knowledge To Correct A Possible Mistake

I am not sure whether I mistakenly said otherwise, or, if I said what I am about to say in the correct manner.                      
Superstrings that are discrete units of energy permittivity, in order to be able to have hermitian flow and field fluctuation, must be comprised of first-ordered point particles that are smoothly adjacent and without segments EXCEPT for one partition in one dimensional superstrings -- one separation of a first-ordered point particle from its normal Laplacian condition of linearity, &, two partitions in two-dimensional superstrings -- two separations of two different first-ordered point particles from their nomal Laplacian flow, the flow of which is used to form a closed string.  If it were not for the "partitions", or separations of space-time-fabric that is minimally dilineated at the immediate side of where the theoretical normal flow of first-ordered point particles would exist in a Laplacian setting during any arbitrary instanton, the radial and spin-orbital vibrations of superstrings would not be able to bear the hermitian harmonics that are necessary for superstrings to vibrate so as to form the bases of various types of energy.  Or, in other words, the one discrepancy in one-d strings and the two discrepancies in two-d strings allow for the prior mentioned vibrations to occur without spontaneous damage to an arbitrarily local homotopy.  The condition of the distance traveled in one instanton is the full length of a one-d superstring, which makes some people think that a superstring is the smallest "thing."  Yet, if it were not for the particles that comprise superstrings and their fields -- as well as other "group actions" -- there would be no fields to interbind the described superstings.
So, superstrings are comprised of first-ordered point particles, stringular fields are comprised of second-ordered point particles on account of allowing for enough condensed oscillation to ebb to-and-fro, and, the second-ordered point particles must be comprised of third-ordered point patricles.  Since when thinking it becomes obvious that the phenomena that binds second-ordered point particles can not be first-ordered point particles, the smallest "group action" must be sub-mini-string that binds mini-string as well as binding the mentioned third-orderd point particles, while yet allowing for the ebb and flow of the holonomic substance of the third-ordered point particles that only reside during instanton in the Ward Neumman bounds of the locus where there are second-ordered point particles.