fixing the example
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+7
-8
@@ -220,8 +220,8 @@
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\draw[->] (active) to[bend right=20] node[below] {select coffee} (brewing coffee);
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\draw[->] (active) to[bend left=20] node[below] {select tea} (brewing tea);
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\draw[->] (brewing coffee) -- node[above] {take coffee} (idle);
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\draw[->] (brewing tea) -- node[above] {take tea} (idle);
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\draw[->] (brewing coffee) -- node[above] {take drink} (idle);
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\draw[->] (brewing tea) -- node[above] {take drink} (idle);
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\end{tikzpicture}
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\end{center}
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% \end{columns}
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@@ -245,7 +245,7 @@
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\draw[->] (active) to[bend left=20]
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node[below,font=\tiny] {select tea} (tea);
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\draw[->] (tea) -- node[above,font=\tiny] {take tea} (idle);
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\draw[->] (tea) -- node[above,font=\tiny] {take drink} (idle);
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\end{tikzpicture}
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\end{alertblock}
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@@ -265,8 +265,7 @@
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node[below,font=\tiny] {select tea} (tea);
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\draw[->] (active) to[bend left=10] node[above,font=\tiny,yshift=2mm] {select coffee} (tea);
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\draw[->] (tea) to[bend right=10] node[below,font=\tiny] {take tea} (idle);
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\draw[->] (tea) to[bend left=10] node[above,font=\tiny] {take coffee} (idle);
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\draw[->] (tea) -- node[above,font=\tiny] {take drink} (idle);
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\end{tikzpicture}
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\end{alertblock}
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@@ -287,8 +286,8 @@
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\draw[->] (active) to[bend right=20] node[below] {select coffee} (brewing coffee);
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\draw[->] (active) to[bend left=20] node[below] {select tea} (brewing tea);
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\draw[->] (brewing coffee) -- node[above] {take coffee} (idle);
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\draw[->] (brewing tea) -- node[above] {take tea} (idle);
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\draw[->] (brewing coffee) -- node[above] {take drink} (idle);
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\draw[->] (brewing tea) -- node[above] {take drink} (idle);
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\end{tikzpicture}
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\end{center}
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% \end{columns}
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@@ -444,7 +443,7 @@
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% -$\mS$ is representing terms of a programming language,\\
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% -and $\gamma$ is giving their big-step reduction.
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% \end{block}
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\begin{alertblock}{Main Goal}
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\begin{alertblock}{Main Motivation}
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We want to prove that for terms $t$ and $s$, and a context $C$:\vspace{-0.3cm}
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\begin{gather*}
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t\sim s\Rightarrow C[t]\sim C[s]
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