Switch more posts to work with KaTeX and the latex macro

content/blog/05_compiler_execution.md

@@ -277,14 +277,14 @@ order to conserve space, let's use \\(\\text{G}\\) for PushGlobal,
 Let's say we want to construct a graph for `double 326`. We'll
 use the instructions \\(\\text{I} \; 326\\), \\(\\text{G} \; \\text{double}\\),
 and \\(\\text{A}\\). Let's watch these instructions play out:
-$$
-\\begin{align}
-[\\text{I} \; 326, \\text{G} \; \text{double}, \\text{A}] & \\quad s \\quad & d \\quad & h \\quad & m[\\text{double} : a\_d] \\\\\\
-[\\text{G} \; \text{double}, \\text{A}] & \\quad a\_1 : s \\quad & d \\quad & h[a\_1 : \\text{NInt} \; 326] \\quad & m[\\text{double} : a\_d] \\\\\\
-[\\text{A}] & \\quad a\_d, a\_1 : s \\quad & d \\quad & h[a\_1 : \\text{NInt} \; 326] \\quad & m[\\text{double} : a\_d] \\\\\\
-[] & \\quad a\_2 : s \\quad & d \\quad & h[\\substack{\\begin{aligned}a\_1 & : \\text{NInt} \; 326 \\\\ a\_2 & : \\text{NApp} \; a\_d \; a\_1 \\end{aligned}}] \\quad & m[\\text{double} : a\_d] \\\\\\
-\\end{align}
-$$
+{{< latex >}}
+\begin{aligned}
+[\text{I} \; 326, \text{G} \; \text{double}, \text{A}] & \quad s \quad & d \quad & h \quad & m[\text{double} : a_d] \\
+[\text{G} \; \text{double}, \text{A}] & \quad a_1 : s \quad & d \quad & h[a_1 : \text{NInt} \; 326] \quad & m[\text{double} : a_d] \\
+[\text{A}] & \quad a_d, a_1 : s \quad & d \quad & h[a_1 : \text{NInt} \; 326] \quad & m[\text{double} : a_d] \\
+[] & \quad a_2 : s \quad & d \quad & h[\substack{\begin{aligned}a_1 & : \text{NInt} \; 326 \\ a_2 & : \text{NApp} \; a_d \; a_1 \end{aligned}}] \quad & m[\text{double} : a_d] \\
+\end{aligned}
+{{< /latex >}}
 How did we come up with these instructions? We'll answer this question with
 more generality later, but let's take a look at this particular expression
 right now. We know it's an application, so we'll be using MkApp eventually.