Putnam 1955 B5
- Session B
- Given an infinite sequence of 0's and 1's and a fixed integer , suppose that there are no more than distinct blocks of consecutive terms. Show that the sequence is eventually periodic. (For example, the sequence 11011010101 followed by alternating 0 's and 1 's indefinitely, which is periodic beginning with the fifth term.)
Dataset text PutnamGAP. Quoted with source.
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