We have these 'elements' always wanting to separate in two colors. I impose a condition on them, I say the bipartite nodes will queue as poisson at equilibrium. The lowest energy semi-stable partitite then is absolute zero. The variance in links, or exchanges, between the two colors is 2, with mean of 1 from the Skellam. The Skellam mean of one is the Shannon optimum. That is the vairiance between the encoding prices and the decoding prices, taken as a continuing process. The Skellam distribution should identify the groups of cold and hot positions.
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