As To The Cohomological Mappable-Tracing

The depiction of the Klein Bottle -- as an "open bag" that is "open" at the bottom, -- with an appendage that is angled-out at 22.5 Njenhuis degrees at the bottom toward the relative bottom-right, with a rounded closed top -- is a depiction of the cohomological mappable-tracing of a Klein Bottle eigenstate, as it is leaving the "main part" of that interaction of the Kahler-Metric, in which it is involved with discrete energy quanta.  However -- the holonomic substrate of any given arbitrary Klein Bottle eigenstate, is as a parallelopiped -- that is relatively open at the relative top.  (Although such a holonomic substrate works to contain the topological stratum of norm-state-projections.)  The physical activity of the Klein Bottle -- as it is undergoing the Kahler-Metric -- is what works to form that physical memory of those norm-state-projections, that are scattered in a Reimman-like manner, during such a so-eluded-to group-metric, -- in so as to work to form the resultant cohomological stratum.  When the Klein Bottle is to be going to go into the process of the Gliosis-based interaction of the Kahler-Metric with discrete energy quanta, then, its cohomological mappable-tracing will then be mapped-out in a Ward-Caucy-based 180 degree manner, from its general depiction.
I will continue with the suspense later!  To Be Continued!  Samuel David Roach.