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\ANG
{
	Rechne folgende Dezimalzahlen jeweils ins Dualsystem mit dem Subtraktions\-verfahren um!
	\begin{enumerate}
	\item\mbox{}\par\scriptsize
			\begin{tabular}{rcrrrrrrrrrrrrrrrr}
			Rest:&$\Rightarrow$		&78		&	&		&	&		&	&		&	&	&	&	&	&	&	&	&\\
						&			&-128	&	&-64	&	&-32	&	&-16	&	&-8	&	&-4	&	&-2	&	&-1	&\\
			\Large~\,78	&\Large=	&		&	&		&	&		&	&		&	&	&	&	&	&	&	&	&
			\end{tabular}
			\normalsize
	\item\mbox{}\par\scriptsize
			\begin{tabular}{rcrrrrrrrrrrrrrrrr}
			Rest:&$\Rightarrow$		&147	&	&		&	&		&	&		&	&	&	&	&	&	&	&	&\\
						&			&-128	&	&-64	&	&-32	&	&-16	&	&-8	&	&-4	&	&-2	&	&-1	&\\
			\Large147	&\Large=	&		&	&		&	&		&	&		&	&	&	&	&	&	&	&	&
			\end{tabular}
			\normalsize
	\end{enumerate}
}
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\LSG
{
	\begin{enumerate}
	\item\mbox{}\par\scriptsize
			\begin{tabular}{rcrrrrrrrrrrrrrrrr}
			Rest:&$\Rightarrow$		&78		&	&78		&	&14		&	&14		&	&14		&	&6		&	&2		&	&0		&\\
						&			&-128	&	&-64	&	&-32	&	&-16	&	&-8		&	&-4		&	&-2		&	&-1		&\\
			\Large~\,78	&\Large=	&\small0&	&\Large1&	&\Large0&	&\Large0&	&\Large1&	&\Large1&	&\Large1&	&\Large0&\large$_2$
			\end{tabular}
			\normalsize
	\item\mbox{}\par\scriptsize
			\begin{tabular}{rcrrrrrrrrrrrrrrrr}
			Rest:&$\Rightarrow$		&147	&	&19		&	&19		&	&19		&	&3		&	&3		&	&3		&	&1		&\\
						&			&-128	&	&-64	&	&-32	&	&-16	&	&-8		&	&-4		&	&-2		&	&-1		&\\
			\Large147	&\Large=	&\Large1&	&\Large0&	&\Large0&	&\Large1&	&\Large0&	&\Large0&	&\Large1&	&\Large1&\large$_2$
			\end{tabular}
			\normalsize
	\end{enumerate}
}
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