Question: System 1 is in equilibrium, and a separate system 2 is also in equilibrium. The systems are independent of each other but have an equal

System 1 is in equilibrium, and a separate system 2 is also in equilibrium. The systems are independent of each other but have an equal probability of being in equilibrium. The number of basic states possible in system 1 is 3422 times greater than the number possible in system 2 . In system 2, the equilibrium state has 489 possible basic states. How many possible basic states does the equilibrium state of system 1 have?

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