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Suppose log4(x+2y)+log4(x−2y)=1 \log_{4} (x + 2y) + \log_{4 }(x - 2y) = 1 log4(x+2y)+log4(x−2y)=1 Find the minimum value of ∣x∣−∣y∣|x|-|y| ∣x∣−∣y∣
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