A Little Bit Of A Heads-Up To Course 12

A Little About Non-Orientable Superstrings

When a superstring is about to be tachyonic, it has more of a swivel shape than it would normally have otherwise. What I mean by a swivel shape is that the torsion due to the Gliossi norm states that act upon the given superstring produces a tensoric torsion upon the structure that is formed by the tying of first-ordered-point-particles that comprise the said one or two-dimensional superstring.  This invoves the discrete units of permittivity that work to comprise a superstring, when taken with certain added facets of torsion.  Such a multiplicit dimensional torsion transpires over a Fourier Metric, yet the non-orientable nature that is produced by certain swivel shaped superstrings is cheifly displayed by the gauge-metrics that occur during the Bette and Polyokov Actions, which is during a relatively Laplacian condition. (Actually, describing such a format of extrapolation would involve the mentioning of a sub-Fourier Transformation, since this involves a duration that happens within a discrete unit of time.)  When a superstring is acted upon with a multiplicit dimensional torsion that bears an assymetry in the Ward Caucy bounds of the "Laplacian" structure of the given superstring during the Bette Action which is during instanton, then the Grassman Constant is not respectively unitary. A non-unitized field between a superstring and its counterpart that remains as such during the Regge Action will cause the associated superstring to spring the basis of its light-cone-gauge-eigenstate in such a manner that the said string will not be able to differentiate according to Noether Flow in-between two consecutive instantons.   This happens when the topology that exists in-between the directly associated superstring and its counterpart is not homeomorphic during the mentioned Bette Action.  This makes the given superstring tachyonic. Reverse-Holomorphic Gliossi norm states always eventually form an equal and opposite untorsioning of the Njenhuis bending of interconnected first-ordered-point-particle states in order to form a unitary vibration that is to exist along the topology of the said vibrating hoop or along the topology of the said vibrating strand. Such Njenhuis torsion is caused by the interaction of dark matter upon light matter. Such an interaction produces the said Gliossi interaction that I initially described in this discussion, due to the Ward Polorazation effect that transpires in an interaction of multidimensional dark matter residue that assymetrically pulls upon the topology of a superstring. Such a pull may even happen when the transient ghost anomalies formed by dark matter assymetrically tug Njenhuisly upon a superstring. Please comment whether or not you understand, so that I may learn how to communicate better.

I will continue with the suspense later!  Sincerely, Samuel David Roach.