# I Kay Oh

Calculus Level 5

$\large{\displaystyle \int^{1}_{0} \dfrac{x^3 \ln^2 (x)}{(x^4+1)^2} \, dx=\dfrac{A \pi^{B}}{C}}$

where $$A,B,C$$ are positive integers and $$A,C$$ being coprime. Find $$A+B+C$$.

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