Suppose we are given a cooperative game G = ({1, 2}, v) with characteristic function v defined

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Suppose we are given a cooperative game G = ({1, 2}, v) with characteristic function v defined by:

Show that weighted voting games cannot capture this “singleton” game: we will not be able to find a quota q and weights wi such that for all coalitions C, Σi∈C wi ≥ q iff C contains exactly one player.

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