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\item \self In the following list, tick all items that conform to the Conjunctive Normal Form (CNF).
\begin{itemize} \item[$\square$] $(a \wedge b \wedge \neg c) \vee (\neg b
\wedge \neg c) \vee (e \wedge \neg f)$
\item[$\square$] $a$ \item[$\square$] $\neg b$ \item[$\square$] $a \wedge \neg b$ \item[$\square$] $a \vee \neg b$ \item[$\square$] $a \vee (\neg b \wedge c)$ \item[$\square$] $(a \vee \neg b) \wedge c$ \item[$\square$] $\neg(p \vee q)$ \item[$\square$] $x \vee \neg y \vee z$ \end{itemize}
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