olymmath

KöMaL 2022 B5250

    Prove that for all non-negative integers nn, 22n(n−2)+n+2≤(2n)!≤22n(n−1)+1.2^{2^{n}(n-2)+n+2}\le (2^n)!\le 2^{2^{n}(n-1)+1}.

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