# Cryptograma

$\Large \begin{array} {c c c c} &&& \color{blue}A & \color{red}B & \color{orange}C &\color{green}D \\ && \times & \color{red}B & \color{blue}A &\color{green}D & \color{orange}C \\ \hline \color{red}B & 6 &\color{green}D &\color{green}D &\color{green}D & 6 & \color{red}B \\ \end{array}$

For the cryptogram above, $$A$$, $$B$$, $$C$$, and $$D$$ represent distinct digits.

Find $$\overline{AB} \times \overline{CD}$$.

Note: $$\overline{xy} \neq x \times y$$

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