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Fix typo in Section 12.1 of the Open Logic Text
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content/first-order-logic/axiomatic-deduction/rules-and-proofs.tex

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@@ -73,8 +73,8 @@
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\item for some $j < i$, $!A_j$ is $!B \lif !A_i$, and for some $k < i$,
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$!A_k$ is~$!B$.
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\end{enumerate}
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The last clause says that $!A_i$ follows from~$!A_j$ ($!B$) and $!A_k$
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($!B \lif !A_i$) by modus ponens. If we can go from $1$ to~$n$, and
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The last clause says that $!A_i$ follows from~$!A_j$ ($!B \lif !A_i$) and $!A_k$
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($!B$) by modus ponens. If we can go from $1$ to~$n$, and
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each time we find !!a{formula}~$!A_i$ that is either in~$\Gamma$, an
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axiom, or which a rule of inference tells us that it is a correct
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inference step, then the entire sequence counts as a correct

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