diff --git a/content.tex b/content.tex
index 4e8df71725dc0e5f6c066c93d97422c6c8ecd9cd..fd3925d7037d408115bfdee192e9b8340c199695 100644
--- a/content.tex
+++ b/content.tex
@@ -1895,38 +1895,38 @@ Given a Chern character $v$, the domain of the problem are first verified: that
 $v$ has positive rank, that it satisfies $\Delta(v) \geq 0$, and that
 $\beta_{-}(v)$ is rational.
 
-\begin{figure}
-	\inputminted[
-	frame=lines,
-	framesep=2mm,
-	baselinestretch=1.2,
-	fontsize=\scriptsize,
-	linenos,
-	firstline=24,
-	lastline=36
-	]{rust}{tilt.rs/src/tilt_stability/left_pseudo_semistabilizers.rs}
-	\caption{\raggedleft\texttt{tilt_stability::left_pseudo_semistabilizers\\::considered_b_for_beta}}
-	\label{fig:code:consideredb}
-\end{figure}
+\lstinputlisting[
+	escapeinside={<@}{@>},
+	captionpos=b,
+	frame=single,
+	numbers=left,
+	numberstyle={\scriptsize\ttfamily\color{black!60}},
+	basicstyle={\linespread{0.9}\scriptsize\ttfamily},
+	aboveskip=5mm,
+	firstline=79,
+	lastline=99,
+	caption={\raggedleft\texttt{tilt_stability::left_pseudo_semistabilizers\\::considered_b_for_beta}},
+	label={fig:code:consideredb}
+]{tilt.rs/src/tilt_stability/left_pseudo_semistabilizers.tex}
 
 Take $\beta_{-}(v)=\frac{a_v}{n}$ in simplest terms.
 Iterate over $q = \frac{b}{n} \in [0,\chern_1^{\beta_{-}}(v)]\cap\frac{1}{n}\ZZ$.
 The code used to generate the corresponding values for $b$ is shown in figure
 \ref{fig:code:consideredb}.
 
-\begin{figure}
-	\inputminted[
-	frame=lines,
-	framesep=2mm,
-	baselinestretch=1.2,
-	fontsize=\scriptsize,
-	linenos,
+\lstinputlisting[
+	escapeinside={<@}{@>},
+	captionpos=b,
+	frame=single,
+	numbers=left,
+	numberstyle={\scriptsize\ttfamily\color{black!60}},
+	basicstyle={\linespread{0.9}\scriptsize\ttfamily},
+	aboveskip=5mm,
 	firstline=79,
-	lastline=99
-	]{rust}{tilt.rs/src/tilt_stability/left_pseudo_semistabilizers.rs}
-	\caption{\raggedleft\texttt{tilt_stability::left_pseudo_semistabilizers\\::find_all}}
-	\label{fig:code:reducingtoeachb}
-\end{figure}
+	lastline=99,
+	caption={\raggedleft\texttt{tilt_stability::left_pseudo_semistabilizers\\::find_all}},
+	label={fig:code:reducingtoeachb}
+]{tilt.rs/src/tilt_stability/left_pseudo_semistabilizers.tex}
 
 We can therefore reduce the problem of finding solutions to the problem to
 finding the solutions $u$ with each fixed possible $\chern_1^\beta(u)$