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$\sqrt{A}, \sqrt{B}$ and $\sqrt{C}$ are rationals. $\dfrac{D}{E}$ and $\dfrac{F}{G}$ are integers. $\dfrac{ H}{I}$ is a terminating decimal.

Given that $A, B, C, D, E, F, G, H$ and $I$ are 9 distinct non-zero digits, what is $H$?

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