Kahler-Based Quotients And Magnetism

Let's say that one were to have two different given arbitrary mass-bearing orbifold eigensets, that are here to be of both of a Noether-related nature, as well as also here to be of the opposite chirality, the one towards the other, -- to where as these are each individually taken, in such a respective case -- under such a so-eluded-to set of Ward-Cauchy-related conditions, in the process by which each of such said mass-bearing orbifold eigensets are then to be acting, in so as to work to bear a relatively high Kahler-based quotient for their relativistic mass in this respective case -- to where this will then work to cause a general genus of substringular conditions, -- by which each of such mentioned orbifold eigensets, that are here to be relatively proximal or near to each other, at a sub-atomic reference-frame in this given arbitrary case scenario, will then consequently -- work to cause these two different respective given arbitrary orbifold eigensets, to then tend to bear an attractive force called Magnetism upon each other, to where such a general set of superstringular conditions will then tend to act, in so as to "pull" these two different orbifold eigensets together, -- in such a manner by which one of such said eigensets works to form a "wave-tug" towards the other of such eigensets, and vice versa.  Sam Roach.