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Find the units digit of $(123^{33} + 27^{54}) \times (148^{326} + 2019^{2016})$.

 Nov 17, 2022
 #1
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(123^33 + 27^54) * (148^326 + 2019^2016) mod 10^10==2365105540 - these are the last 10 digits.

 Nov 17, 2022

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