What is the probability will visit all the points

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Let {Xn}nN0 be a simple symmetric random walk ( ).

What is the probability that Xwill visit all the points in the set {1,2,3,4} at least once during the time-interval n ∈ {0,...,10}?

(Note: write your answer as a sum of binomial coefficients; you don't have to evaluate it any further.)

Reference no: EM131127635

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