The point particle above a plane of scattered points is globally norm.
The rectangle with point particles along its topological boundary is globally ground.
The globally norm array implies point commutation.
The array of a globally ground state implies superstrings.
These different arrays types may interchange. This is because smooth curved topological
settings must recycle eventually, via an indistinguishably changed manner, into jointal
topological settings so that spin-orbital momentum may interchange with angular
momentum.
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