olymmath

KöMaL 2019 C1573

    Show that the sum 122n+72n−1+33n+44n−2−22n−112n12^{2n}+7^{2n-1}+3^{3n}+4^{4n-2}-2^{2n}-11^{2n} is divisible by 2323 for all positive integers nn.

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