Liquidity, spare exchanges, its like impedance; local storage os sets, abaivle for exchange.
Cosh^2 - Sinh^2 = Q
We call Q the spare exchanges at any quant number i. It causes the shift by a quant in the hyperbolic angle, It appears as the ratio on tan'' in the flow constraint. When Q = 1 then the ratio on tanh'' is 1/2, that is adapted, and the redundant exchanges are the Shannon clock.
When Q > 1, we get mass at i < 1. There are redundant exchanges, but not enough to generate a wave. We get fermion statistics.
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