=+ (b) Let A.(s, t) be the event that S ,, the position at time k in

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(b) Let A.(s, t) be the event that S ,, the position at time k in a symmetric random walk, is 0 for at least one k in the range sn ≤ k ≤ tn, and show that P(A„(s, t) -+ (2/IT) arcos vs/t.

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