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Consider an instance of the stable matching problem with 4 men and 4 women. Provide their preference lists as you want (show them using two

Consider an instance of the stable matching problem with 4 men and 4 women. Provide their preference lists as you want (show them using two tables as in the slides). Then provide an assignment that is *unstable. Now provide an assignment that is *stable*. For each case, explain in detail why the assignment is stable/unstable.

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