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\begin{enumerate}
	\item $3x^3y(-4x^3+y) = -12x^6y+3x^3y^2$
	\item $3x^3+y(-4x^3+y) = 3x^3-4x^3y+y^2$
	\item \begin{align*}
	{\color{red}(3x^3+y)}(-4x^3+y) & =	{\color{red}(3x^3+y)}(-4x^3)+{\color{red}(3x^3+y)}(y) \\
	& =	-12x^6-4x^3y+3x^3y+y^2                                \\
	& =	-12x^6-x^3y+y^2                                       
	\end{align*}
\end{enumerate}
\begin{enumerate}
	\item $3x^3y(-4x^3+y) = -12x^6y+3x^3y^2$
	\item $3x^3+y(-4x^3+y) = 3x^3-4x^3y+y^2$
	\item 
	\begin{align*}
		{\color{red}(3x^3+y)}(-4x^3+y) & =	{\color{red}(3x^3+y)}(-4x^3)+{\color{red}(3x^3+y)}(y) \\
		                               & =	-12x^6-4x^3y+3x^3y+y^2                                \\
		                               & =	-12x^6-x^3y+y^2                                       
	\end{align*}
\end{enumerate}
	
\begin{something}
	\begin{else}
		again
	\end{else}
\end{something}
no
environments
here
\[ x^2+ 3x\]
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\[ 
	x^2+ 3x
\]
other text
