Show that the risk-sharing rule implied by condition (U^{prime} / G^{prime}=lambda-) (psi dleft(w_{a} / w_{b} ight) /
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Show that the risk-sharing rule implied by condition \(U^{\prime} / G^{\prime}=\lambda-\) \(\psi d\left(w_{a} / w_{b}\right) / d \theta\) is not Pareto-efficient when the agent is risk averse. Is it when the agent is risk neutral?
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