At 1:45 AM on November 22, 2011, the fusing topology was resolved. Right about the lingering but unusually heavy rain storm announced its departure from the vicinity of Downtown Plano community. This resolution is no other than that is observed where and when a piece of bar magnet is broken into two pieces. The following descriptions served to record this awaken slumbering mental observation.
The topology of a piece of bar magnet is either an H-plus or an H-minus regardless of in whatever direction the north-seeking pole or the south-seeking pole is pointing. However, if the bar magnet is broken into two pieces then the separate pieces retain the same fusing topology. This particular observation asserts that this distinct topology is independent of the physical shape of the three dimensional structure at the junction of the broken edges. Although a completely fitted reattachment of the broken pieces must follow the contour of the jagged edges, the fusing topology must be different since an H-plus cannot fuse with an H-plus and neither can an H-minus fuse with an H-minus. In order to fuse, either of the two broken pieces must exercises a 180° rotation. This semi-circular rotation is equivalent to the inherent half-twist of every Möbius topology. This twist transforms an H-plus topology into an H-minus topology, vice versa. Applying the same principle to the fusion of two deuteron nuclei, either deuterons must performs the same 180° topological twisting at the infinitesimal local region of each pair of deuteron nuclei required by a theory of proximity. This infinitesimal operation is equivalent to the quantum mechanical Pauli exclusion principle for two electrons to occupy the same quantum state orbital if and only if their spins are opposite of each other.


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