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Recall Bonnie and Clyde from Problem 5. Suppose that their total profits are 192H, where H is the number of hours they work per year. Their utility functions are, respectively, UB(CB, H) = CB - 0.02H2 and UC(CC, H) = CC - 0.04H2, where CB and CC are their private goods consumptions and H is the number of hours they work per year. If they find a Pareto optimal choice of hours of work and income distribution, the number of hours they work per year is
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