Relative Universal Settings

Let us initially consider two different immediately adjacent discrete quanta of energy, that are respectively each from two different universal settings.  Since the two different discrete quanta of energy are of different universes -- when this is to be considered as a relationship, that may be held in retrospect between one of the two individually taken discrete quantum increments of energy with the other individually taken discrete quantum increments of energy, -- the said immediately adjacent discrete quanta of energy, are here to not be orthogonal to one another, in such a manner to where these would otherwise be of the same universal setting.  Instead, both the angle of their displaced delineation, as well as the angle of their covariant vibration, -- will be of such a nature in so as to Not be of a respective 90 degree covariant Yukawa Coupling of placement, in conjunction with a covariant wobbling of 1.104735878*10^(-81)i degrees when in relation to one another -- as these would otherwise bear the one toward the other, if these two said discrete quanta of energy were to be of the same universal setting.  Yet, if these two said quanta were to exist under a covariant tense of a superconformal invariance -- to where both their covariant displaced delineation, along with their covariant wobbling, were to alter to where these were then to be of such a said condition of working to bear a respective 90 degree covariant Yukawa Coupling of placement, in conjunction with a covariant wobbling of 1.104735878*10^(-81)i degrees when in relation to one another, then, such a dual condition of a superconformal invariance would then involve two different discrete quanta of energy that would then be of the same universal setting.  I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.