olymmath

BD-BDMO 2021 Problem 1

    For a positive integer nn , let A(n)A(n) be the equal to the remainder when nn is divided by 1111 and let T(n)=A(1)+A(2)+A(3)+⋯+A(n)T(n)=A(1)+A(2)+A(3)+ \dots + A(n) . Find the value of A(T(2021))A(T(2021))

    Dataset text AI-MO AoPS. Quoted with source.

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