Prove that the limit of a sequence, if it exists, is unique: in other words, if (left(a_{n}

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Prove that the limit of a sequence, if it exists, is unique: in other words, if \(\left(a_{n}\right)\) is a sequence such that \(a_{n} \rightarrow a\) and \(a_{n} \rightarrow b\), then \(a=b\).

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