What I Meant By The Prior Mentioned "Subtended"

What I meant by the prior mentioned "subtended" is that the said mini-string, that is here of such a characterization, is to a Njenhuis-based holomorphically mapped side (as taken over a Laplacian-based mapping) of the general path of the mentioned superstring -- even though the directly related first-ordered point particles are here still in the originally eluded to general path of the same related superstring.  So, even though the partitions that exist along the topology of a superstring are not necessarily directly effected by the topological path of the discrete units of energy permittivity at a given arbitrary iteration of group instanton -- the mini-string does not, at the loci of the said discrete units of energy permittivity, follow the path of least distance in-between the directly corresponding first-ordered point particles at such loci.  Such 'subtentions" of mini-string, instead, follow the direction of least resistence.  This is due to the conditioning of the directly related superstrings over the course of the Kaeler-Metric.  Yet, after certain sequential series of kinematic interactions that the said discrete units of permittivity go through over certain Fourier Transfomations -- often such "subtentions" may work to form certain "swivel-like" patitions and permutations along the topology of certain superstrings that may work towards the potential condition(s) of tachyonic flow.  I will get to this latter point more in course 12, which is about Fermions, Bosons, and the Light-Cone-Gauge.  Hold on to your hats, and I will continue with the suspense later!  Sincerely, Samuel David Roach.