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∫−∞∞ln(x2+1)x2+1dx=πlnk \large \int^{\infty}_{-\infty} \frac{\ln{(x^2+1)}}{x^2+1} dx = \pi \ln{k}∫−∞∞x2+1ln(x2+1)dx=πlnk
Find kkk which satisfies the equation above.
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