Orbifolds that Alter in their Gaussian-Basis of Format

When two different orbifolds that are flat-based, or, Minkowski-based -- that are initially of two different universes -- come into a close proximity the one toward the other, their intrinsic vibrations tend to syncrounize -- to where these two different orbifolds that were initially of two different universes become two different orbifolds that are of the same universe.  This same concept may happen, yet, in a slightly different manner, when in terms of the genus of orbifolds that are, instead, Hilbert in nature instead.  With a Hilbert-based set of two different orbifolds that are initially of two different universes, the same concept applies as to how the norm-based conditions of adjacent Planck phenomena are to both angle and vibrate if these are of to be from the same universe, yet, in the case of the just mentioned Hilbert-based orbifolds (volume-based), the manner as to what is actually adjacent Planck phenomena is altered in terms of the directly related differential geometry. Yet, as in the first mentioned case, any individual  orbifold consists of superstrings that are of the same universe.  -- To where if two different orbifolds that are initially of two different universes are adjacent in a manner that works to syncrounize their intrinsic vibrations, this activity will, in the different manner of which I have here recently eluded to, work to cause both of these said orbifolds to then be of the same universe.  Two different orbifolds that are each from two different respective universes bear relatively different Gaussian-based formats -- since these two given arbitrary orbifolds are initially not Real Reimmanian the one towards the other.  Yet, once two initially different relatively Real-based orbifolds are to become of the same universe, then, these said given arbitrary orbifolds are no longer Njenhuis the one toward the other.  This causes these two said orbifolds to then share the same Gaussian-based format of spatiality, since these will then be of the same basis of Real Reimmanian spatiality to each other.  I will continue with the suspense later!  To Be Continued!  Sincererly, Sam Roach.