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ln(x2+2x+1)≤ln(x4+1)\ln { (x^{ 2 }+\sqrt { 2 } x+1) } \le \ln { (x^{ 4 }+1) } ln(x2+2x+1)≤ln(x4+1)
find the minimum positive value that xxx can have that satisfies the inequality above
write your answer as the square of the number
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