Cryptotastic

Algebra Level 2

ABCD+EFGH \begin{array} { l l l } & A & B \\ & C & D \\ + & E & F \\ \hline & G & H \\ \end{array}

In the above cryptogram, all the letters represent distinct digits from 1 to 9.

What is the minimum possible value of GH \overline{GH} ?


Inspiration.

For a greater challenge, try Cryptotastic #2.

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