Impossible Cryptarithm - (Part 4)

\[\Large \overline{ABC} \times \overline{DE} = \overline{FGH} \times \overline{IJ} = X\]

If \(A,B,C,D,E,F,G,H,I,J\) are distinct non-negative digits , find the minimum value of \(X\).

\(\overline{ABC} , \overline{FGH}\) are three digit numbers , \(\overline{DE} ,\overline{IJ}\) are two digit numbers.


This problem is a part of this set (click here).
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