The theory of everything as a grocery store

A reverend goes into the grocery business and adjusts his inventory such that he maximally obtains the largest unique set of sales over the day.  He is solving the school girls problem with two self adapting queues, queues of customers and queues of sales clerks.  This is the queuing model, and becomes the Wythoff game, trying to operate inventory flows with maximally divisible sub-flows.  Avoid losing (making empty space) by have the most re-combinatorial options available.  That is queue up enough divisibility power to extinguish round off error.

In physics, the constants are being discovered locally everywhere, there is no empty space, only combinations of the smallest thing. The discovery processed is forced upon us because the system obeys equipartition, and the Ito's form of it.  The math of quotient fields as a self adapting balancing act forces much of the law of phsics and economics upon us.  And I think nature is usually stuck moving toward a better quotient field, everywhere, with local interactions only.