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More fun in 2016, Part 13

Number Theory Level 4

Find the largest positive integer \(n\) such that \(n+32\) divides \(n^2+32^2\).

Enter 666 if you come to the conclusion that no such \(n\) exists.

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Excel in math and science

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It's hard to learn from lectures and videos

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by Otto Bretscher

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