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Correcting the generated smugpig.pngs height declaration. (#121)
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markdown/source_md/a-fistful-of-monads.md

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@@ -5,7 +5,7 @@ Then, we took that concept one step further by introducing applicative functors,
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In this chapter, we'll learn about monads, which are just beefed up applicative functors, much like applicative functors are only beefed up functors.
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![more cool than u](assets/images/a-fistful-of-monads/smugpig.png){.right width=307 height=186}
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![more cool than u](assets/images/a-fistful-of-monads/smugpig.png){.right width=307 height=168}
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When we started off with functors, we saw that it's possible to map functions over various data types.
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We saw that for this purpose, the `Functor` type class was introduced and it had us asking the question: when we have a function of type `a -> b` and some data type `f a`, how do we map that function over the data type to end up with `f b`?

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