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Given a sorted array of distinct positive integers A[1..n], does there exist any index i satisfying A[i] = i? Give a (log n)-time algorithm to
Given a sorted array of distinct positive integers A[1..n], does there exist any index i satisfying A[i] = i? Give a (log n)-time algorithm to return such an i if one exists. If there are multiple different such indices i, you can return any of them; if there are none, return -1.
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