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CGMO 2020 Problem 4

    Let p,qp,q be primes, where p>qp>q . Define t=gcd⁡(p!−1,q!−1)t=\gcd(p!-1,q!-1) . Prove that t≤pp3t\le p^{\frac{p}{3}} .

    Dataset text AI-MO AoPS. Quoted with source.

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