Part One of the 12th Session of Course 17 About the Ricci Scalar

Both superstrings, world-sheets, and orbifolds, exist with a topology.  A superstring may either be hermitian, a superstring may be topologically unsmooth in its Lagrangian-based mappable tracing,  a superstring may be annharmonic in its metrical-based pulsation -- while yet being topologically smooth over its directly corresponding  Lagrangian-based mappable tracing -- over its vibrational genus --  per iteration of group instanton, a superstring may be annharmonic in its metrical-based pulsation and unsmooth in its Lagrangian-based mappable tracing -- over its vibrational genus -- per iteration of group instanton, and/or a superstring may vibrate off of the relative Real Reimmanian plane -- over the course of a given arbitrary sequential series of the directly applicable iterations of group instanton.  The topological-based framework of a world-sheet may either be hermitian, it may be topologically unsmooth in its Lagrangian-based path -- while yet vibrating in a harmonic manner, it may be annharmonic in its metrical-based pulsation, while yet being smooth in its Lagrangian-based path, over the course of its vibration per iteration, it may be both annharmonic in its metrical-based pulsation and also unsmooth in its Lagrangian-based path -- over the course of its vibrations per iteration of group instanton, and/or, such a topological-based framework of a world-sheet may vibrate off of the relative Real Reimmanian Plane.  Likewise, the topology of an orbifold may be hermitian, it may be unsmooth in its Lagrangian-based mappable tracing, it may be annharmonic in its metrical-based pulsation -- over the course of its vibrational-based genus -- per sequential series of group instanton, it may be both unsmooth in its Lagrangian-based path while yet also being annharmonic in its metrical-based pulsation -- over the course of its vibration --  per sequential series of group instanton, and/or such an orbifold may vibrate off of the relative Real Reimmanian Plane.
This says allot.  I will continue with the suspense later!  To Be Continued!!! Sam Roach.