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@@ -220,8 +220,8 @@ also simple to encode, as demonstrated by the following example:
\end{align*}
Whilst Church encodings are great for representing folds and
-constructors, pattern matching becomes more challenging. The most
-general strategy is to use the fold to recover a sum over the possible
+constructors, pattern matching becomes more challenging. The general
+strategy is to use the fold to recover a sum over the possible
constructors, and then eliminate this using the branches of the
pattern match. For example, we would fold a binary tree into the sum
\(\nat + T \times T\), representing leaves and branches respectively, and