[Rechenwerke] Korrigiere Gleichung
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			@ -357,7 +357,7 @@ Aber wie sieht das Schaltnetz (und die boolesche Formel) für die Berechnung von
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	                          &                                                                                                                                        &                          \\
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	c_{in_1} = c_{out_0}      & = a_0\wedge b_0                                                                                                                        & \textit{\qquad \acs{HA}} \\
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	c_{in_2} = c_{out_1}      & = (a_1\wedge b_1)\vee(\textcolor{Blue}{c_{in_1}} \wedge (a_1\overline{b}_1\vee\overline{a}_1b_1))                                      & \textit{\acs{VA}}        \\
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	                          & =(a_0\wedge b_1)\vee(\textcolor{Blue}{a_0\wedge b_0} \wedge(a_1\overline{b}_1\vee\overline{a}_1b_1))                                   & \textit{Einsetzen}       \\
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	                          & =(a_1\wedge b_1)\vee(\textcolor{Blue}{a_0\wedge b_0} \wedge(a_1\overline{b}_1\vee\overline{a}_1b_1))                                   & \textit{Einsetzen}       \\
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	c_{in_3} = c_{out_2}      & = (a_2\wedge b_2)\vee(\textcolor{OliveGreen}{c_{in_2}} \wedge(a_2\overline{b}_2\vee\overline{a}_2b_2))                                 & \textit{\acs{VA}}        \\
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	                          & = (a_2\wedge b_2)\vee \textcolor{OliveGreen}{((a_0\wedge b_1)\vee(a_0\wedge b_0\wedge(a_1\overline{b}_1\vee\overline{a}_1b_1))} \wedge & \textit{Einsetzen}       \\
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	                          & \hspace{4mm} (a_2\overline{b}_2\vee\overline{a}_2b_2))     \cdots                                                                      &                          \\
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