$\int_{0}^{1/2}\dfrac{x^{2}}{(1-x^{2})^{3 / {2}}} \, dx$

Given that the integral above is of the form : $\dfrac{A\sqrt{B}-\pi }{C},$ where $A$ and $C$ are positive integers, $B$ is a square-free integer, find $A + B + C$.

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