\[ \large{\begin{array}{ccccccc} && & &\color{red}B & \color{blue}E& \color{purple}S&\color{green}T\\ \times&& & & & &9&9\\ \hline & & \color{red}B & \color{blue}E & \color{blue}E& 5& 5&1 \end{array}} \]
If each letter represents a different nonzero digit, what must \(\color{red}B\) be?
cryptogram puzzles are getting tougher, and they will get tougher yet before the summer is over!
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