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IR-MO 1996 Problem 6

    Find all pairs (p,q)(p,q) of prime numbers such that m3pq≡m(mod3pq)∀m∈Z.m^{3pq} \equiv m \pmod{3pq} \forall m \in \mathbb Z.

    Dataset text AI-MO AoPS. Quoted with source.

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