A world-sheet is the trajectory of the projection of a superstring. A superstring bends, as is according to the general curvature of time and space. The general curvature of space-time-fabric is as according to the general Mobiaty of physical phenomena -- as such an eluded to torsioning acts as according to the Ricci Scalar, via the multiplicit and multivarious eigenindices of the Rarita Structure over time. So, as a superstring moves over time through any given arbitrary Lagrangian, its directly corresponding world-sheet forms a delineatory eigenbasis of the redistribution of the conicenter of the local coniaxions -- that appertain to the local conditionality of those interchanges of Mobiaty that appertain to the functioning of the so-stated superstring. Such a redelineation of Mobius-based coniaxions are more torroidal-based for the redistribution of two-dimensional superstrings, and, such a redelineation of Mobius-based coniaxions are more conical-based for the redistribution of one-dimensional superstrings. I will continue with the suspense later. To Be Continued!
Sam Roach.
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