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Consider the geometric sequence \((u_n)\) with first term \(u_0 = -1\) and common ratio \(q = \dfrac{3}{2}\).
Determine the limit of \((u_n)\) as \(n \to +\infty\).
\(0\)
\(-\dfrac{3}{2}\)
\(+\infty\)
\(-\infty\)
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