Due to the condition that mass-bearing superstrings that are of a Noether-based flow, are of a multiplicit Calabi-Yau manifold, leads to the condition that mass-bearing superstrings tend to bear a tighter-knit cohomological-based tracing -- than superstrings that are not Yau-Exact. This is in part, because Yau-Exact superstrings tend to bear holomorphic-based torsional eigenindices, that work to bear spatial coniaxions that bend in as many dimensions as the number of derivatives that these change in. -- Mass-Bearing superstrings do not tend to change in any more derivatives than the number of spatial dimensions that these are moving through, over any set group-metric that is to involve a respective sequential series of group-related instantons. Consequently, superstrings that are either partially Yau-Exact, or, especially, superstrings that are simply of a Lagrangian-based Chern-Simons nature -- tend to bear a less tightly-knit cohomological-based tracing than superstrings that are Yau-Exact.
I will continue with the suspense later! To Be Continued! Sincerely, Samuel David Roach.
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