The smallest positive integer \( n \) for which \( \frac{(1+i)^{n}}{(1-i)^{n-2}} \) is a real nu...

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Find the smallest positive integer \( n \) for which \( (1+i)^{2 n}=(1-i)^{2 n} \). Find the smallest positive integer \( n \) for which \( (1+i)^{2 n}=(1-i)^{2 n} \).
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The smallest positive integer \( n \) for which \( (1+i)^{2 n}=(1-i)^{2 n} \), is The smallest positive integer \( n \) for which \( (1+i)^{2 n}=(1-i)^{2 n} \), is
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