the assertion that no two fermions can have the same quantum number.
This is equivalent to 'zero or one clerk in the queue' at minimization. Entropy maximizing systems have one algebraic form in the solution set. Showing uniqueness in a queuing system should show the clerk rule in finite combinatorics. It is a fuzzy concept, but very fundamental and above my intellect.
If we don't have spin we live in a one color system, that is a hard bound and the impossible chunks of vacuum will appear. The theory is built on, 'No empty space'.
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