\end{itemize}
\subsection{SMT format solution}
-The formula is easily convertable to SMT format by literal conversion and is
-listed in Listing~\ref{listing:a1.bash}. The maximization is done by
-incrementing a special variable called \texttt{<REP>} which is an instantiation
-of $n(p)$. When the iteration yields unsat we know that the current number
-minus one is the maximum amount of prittles the trucks can carry. The
-maximization is done with a bash script shown in Listing~\ref{listing:1.bash}
-and visualized with the python script shown in Listing~\ref{listing:a1.py}
+The formula is easily convertable to SMT format by literal conversion. The
+maximization is done by incrementing a special variable called \texttt{<REP>}
+which is an instantiation of $n(p)$. When the iteration yields unsat we know
+that the current number minus one is the maximum amount of prittles the trucks
+can carry. The maximization is done with a bash script shown in
+Listing~\ref{listing:1.bash} and visualized with the python script.
\lstinputlisting[language=bash,firstline=66,
caption={Iteratively find the largest solution for problem 1},