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CodeChefRating 3594Open on judge ↗

*This problem has subtasks.* $N$ football players stand in a circle, uniformly separated. The *distance* between two players is the minimum number of players between them in either the clockwise or anticlockwise direction, plus $1$. That is, the distance between players $i$ and $j$ is $d(i, j) = \min(|i-j|, N-|i-j|)$. As part of their passing drill, these players must complete **exactly** $

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solution.cppC++17

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