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Given an array of distinct n integers, find if there exists a quadruple (x, y, z, w x+y+z+w= 0.

if there are multiple such quadruples, you may output any of them.

(a) design an efficient algorithm for the problem in terms of worst-case running time.

(b) can you get a more efficient algorithm in terms of expected running time?

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Given an array of distinct n integers, find if there exists a quadruple (x, y, z, w x+y+z+w= 0.
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