Spaces That Become Of The Same Universe

Let us say that a space in the form of an orbifold moves over a Fourier Transformation so close to another space in the form of an orbifold to where the intrinsic vibrations of both orbifolds become syncrounized in so that both orbifolds -- that were here in this given arbitrary scenario initially from two different universes -- become of the same universe.  This often is caused by a viable Yakawa Coupling that codifferentiably acts in some form of a Gliossi manner in so that those vibrational indices that here directly appertain to vibratorial oscillations that initially denoted the two orbifolds as existing in two different universes to alter or perturbate in such a manner in so that the two spaces that were initially Njenhuis when covariantly considered -- the one orbifold to the other -- become appertaining to two spaces or orbifolds that bear the same genus of Gaussian-based spacing.  Such orbifolds here -- depending on the situation -- may be moving from one format of condition in which these spaces alter in their spatial dimensionality over the Fourier-based mapping of their trajectory over time, or, in other cases, the said two orbifolds may otherwise be kinematically associated with one general format of spatial dimensionality that moves through a discrete Lagrangian that is codifferentiably and covariantly of the same genus of Ward-Caucy-based bounds over the eluded to Fourier-based transformation when both in terms of the individual orbifolds while these are translated through their respective Lagrangian Hamiltonian operands -- as well as in terms of the dual translation of the binary subtension that exists among the two said orbifolds as these discrete spaces that exist in the form of orbifolds are delineated in when over the course of the duration in which such spaces that work to define a specific operation that performs a specific function codetermine the one upon the other over the eluded to time in which such orbifolds interact over the said Fourier Transform.  So, as the said two orbifolds initially partake of the said kinematic motion through the duration in time in which these bear a covariant, codeterminable, codifferentiable relativisitic interaction as these are being redisplaced ad redineated, these eluded to orbifolds are initially from two different universes that bear a spatial relationship that is Li-Algebra-based over the initial sequential series of their binary Hamiltonian operations.  The two spaces or orbifolds then here bear a harmonic infringement that is Yakawa and possibly even Gliossi after a certain relatively small number of iterations of group instanton.  As the said Yakawa wave-tug/wave-pull is torsioned in terms of the relatively direct abelian-like interaction that happens between the two said orbifolds, then, due to the relative proximal Poincaire-based spatial interactions that are eminent -- when given the metric-gauge covariance that is impendant upon the format and the genus of the corresponding said Yakawa Coupling that is here happening at this point, the intrinsic vibrations of the directly related Fadeev-Popov-Traces that act as discrete energy impedance -- as well as the intrinsic vibrations of the directly related superstrings that act as discrete energy permittivity -- syncrounize their intrinsic vibrations due to the binary field projections that emanate here from the one discrete energy phenomenon to the other.  This happens through the central conipoint that is subtended from the central coniaxial that is derived from the dual Laplacian-based mapping of both substirngular formats of discrete energy that is eluded to here  -- the one upon the other, due to the condition of what has been discussed as group attractors.  At this point, what was once two spaces or orbifolds that were initially of two different universes are now two covariant, codifferentiable, and codeterminable orbifolds that act as two Hamiltonian operators that work to perform two respective different functions that work to act in and of the same universe.
I will continue with the suspense later!  Sincerely, Samuel David Roach.