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Let \(n\) and \(p\) be two natural integers. We know that the remainder in the Euclidean division of \(n\) by \(11\) is \(8\) and the remainder in the Euclidean division of \(p\) by \(11\) is \(7\).What is the remainder of \(n+p\) in the Euclidean division by \(11\)?
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