Part One of the Third Session of Course 14

Superstrings often differentiate into what may be extrapolated of as "lines" of strings.  Superstrings from the same universe that consist, in part, of just two Planck phenomena that are of the same universe away may be of the same relative positional angle, yet, at a different general locus.  Superstrings that are from the same universe that are in discrete units of two Planck phenomena of the same universe away may also be of the same positional angle, yet, again, at a general locus.  The Planck phenomena of the strings that I have just mentioned that are at the same relative positional angle, yet, are at a different general locus, will bear superstrings that are at the same relative positional angle, yet, at a different spot as well.  The substringular counterparts of these strings, here, will also be at the same relative positional angle, yet, at a different general locus as well.  The strings just mentioned, in such a given arbitrary situation, work to display trivial isomorphism -- at a distance, with a gap in-between the activity of the said substringular phenomena.  The Planck phenomena in such a situation also work to display a tense of trivial isomorphism -- at a distance, with a gap in-between the activity of the said substringular phenomena.  Also, the counterparts that directly are associated with the directly prior phenomena will display another genus, or tense, of trivial isomorphism -- at a distance, with a gap in-between the activity of the said substringular phenomena.  Generally, such substringular phenomena that I just mentioned will bear a non-trivial isomorphism, due to the relative non-kinematic Lagrangian that would here exist in-between the said corresponding phenomena.  This is in terms of the mapping of their covariant trivial or non-trivial isomorphisms, respectively. I have a bit more to say about this soon.  I will continue with the suspense later!  Sincerely, Sam Roach.