Cody Problem 273, which is based on Project Euler Problem 26, introduced me to full reptend primes. If p is a full reptend prime, then
has a period of
. That is, the decimal expansion of
has strings of
digits that repeat. The first five full reptend primes are 7, 17, 19, 23, and 29.
Write a function that determines whether the input is a full reptend prime.
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