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∀ ε>0 |1+ 1/n^2 - 1| = |1/n^2| < ε n > √(1/ε) Choose N =[√(1/ε)] + 1 ∀n >N |1+ 1/n^2 - 1| lim(n->∞ ) ( 1+ 1/n^2) =1
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