Like this Solow-Swan equation. The exponents are market share when labor
In the generator model, we find generators that generate the typical sequences K and L. We find those exponents, in the finite, by a approximate log function on total trade, actually.
Unless the pit manager agrees to coin losses, the system results in a zero mean output. In the hoin, the pit boss picks up twice the trade space than needed, it has wiggle.
Is meant to be that the pit boss will lose consistently when we secretly increase trade bandwidth. That is the whole point of banking, customers turn around the banks money with profits and collect their own interest charges.
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