minor change to Naturals
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@ -24,16 +24,8 @@ Everyone is familiar with the natural numbers:
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...
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and so on. We write `ℕ` for the *type* of natural numbers, and say that
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`0`, `1`, `2`, `3`, and so on are *values* of type `ℕ`. In Agda,
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we indicate this by writing
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0 : ℕ
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1 : ℕ
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2 : ℕ
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3 : ℕ
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...
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and so on.
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`0`, `1`, `2`, `3`, and so on are *values* of type `ℕ`, indicated by
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writing `0 : ℕ`, `1 : ℕ`, `2 : ℕ`, `3 : ℕ`, and so on.
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The set of natural numbers is infinite, yet we can write down
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its definition in just a few lines. Here is the definition
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