Part Three of the Ninth Session of Course 16

Let us say that a specific superstring or a specific set of superstrings is undergoing tachyonic propulsion over a given arbitrary group metric.  Let us say that the said superstring or the said set of superstrings that is here not undergoing Noether Flow under this given arbitrary instant under consideration is going through a Kaeler Metric.  Each succeeding step that would here be directly associated with the individual group instantons in which the said superstring or set of superstrings is progressing over the course of a Kaeler Metric eigenstate happens to where this will then be held at a different specific cite of Gaussian-based Metric -- while yet each of such succeeding steps will involve the same level or genus of added fractal of discrete energy permttivity for the given superstring or set of superstring to work to re-attain there substringular "drive", in so as to progress at being replenished of having the needed added of such a fractal of discrete energy permttivity -- when in terms of what the directly associated superstrings need to gain back in the physical "effort" to remain as discrete units of energy permittiity.  In the meanwhile, the directly correlative Fadeev-Popov-Trace eigenstates that are immediately eigen to the so eluded to superstrings will consequently, over the same general group metric, work to re-attain the corresponding fractals of discrete energy impedance that these need in order to work at being reastablished as being discrete units of energy impedance.  For every superstring or set of superstrings that are tachyonic over the course of a directly corresponding multiplicit Kaeler Metric eigenstate, there is another superstring or another set of superstrings that are also tachyonic over the course of another eigenstate of Kaeler Metric, that is happening simultaneously through the vantage point of a central conipoint.  So, there always tends to be an even number of discrete substringular phenomena that are undergoing tachyonic propulsion over the eluded to added conditionality of going through a multiplicit eigenstate of Kaeler Metric.  This works to form a broader general region in which an eluded to multiplicit Kaeler Metric eigenstate is underway for tachyonic superstrings, that are going through such a progression of Gaussian Transformation. Such a general region is often not configured to a set establishment of a relatively limited region -- depending upon the degree of perturbation in the said tachyonic propulsion.  So, any given arbitrary superstring or set of superstrings always tends to be encoded to be able to proceed through the needed steps of Kaeler Metric eigenstate -- in so as to receive a logical ordering of re-attaining the right sequential series of discrete fractal increments of energy permittivity, so that the eluded to substringular phenomena may evenly be replenished -- in terms of being reinstated as fully "fueled" discrete energy permttivity. Likewise, the directly associated Fadeev-Popov-Trace eigenstates move along with their correlative superstrings in a similar kinematic basis of encodement, so that these will evenly be able to progress as well at re-attaining the right fractals of discrete energy impedance, in so as to be replenished as being discrete units of energy impedance.  I will continue with the suspense later!
Sincerely, Sam Roach.