Question: Problem 7. Define an (infinite) binary sequence S infinitely many i0,h that un! S 10,1j to be prefir-repetitive if there are Prove: If the bits

Problem 7. Define an (infinite) binary sequence S infinitely many i0,h that un! S 10,1j to be prefir-repetitive if there are Prove: If

Problem 7. Define an (infinite) binary sequence S infinitely many i0,h that un! S 10,1j to be prefir-repetitive if there are Prove: If the bits of a sequence S 0,10 are chosen by independent tosses of a fair coin, then Prob[S is prefix-repetitive] 0. Note: ry means that r is a prefix of y where r is a string and y is a string or sequence

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