Question: 6. With the ternary numbers as a model for the random walk with pauses, prove that with probability one an infinite number of pauses occur.

 6. With the ternary numbers as a model for the random

walk with pauses, prove that with probability one an infinite number of

6. With the ternary numbers as a model for the random walk with pauses, prove that with probability one an infinite number of pauses occur. (Hint: See $1.1, exercise 12.)

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