Sophie Germain primes with a certain condition make the set S(q) of special residue classes for Fibonacci totient divisibility into an arithmetic progression, with a converse showing such primes are necessary.
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Sophie Germain Primes and the Totient of Fibonacci Numbers
Sophie Germain primes with a certain condition make the set S(q) of special residue classes for Fibonacci totient divisibility into an arithmetic progression, with a converse showing such primes are necessary.