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fix typo in "About Lists" section (#742)
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concepts/lists/about.md

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@@ -6,7 +6,7 @@ Each `car` is an element of the list and every `cdr` is a either the next cons c
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A list which terminates with the empty list is called a "proper list".
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A list which terminates with an atom that is not th empty list is called a "dotted list" (based upon how it is printed: `(cons 'a 'b) ;=> (a . b)`).
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A list which terminates with an atom that is not the empty list is called a "dotted list" (based upon how it is printed: `(cons 'a 'b) ;=> (a . b)`).
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A list can also be circular if some cons cell in the list `cdr` of a later cons cell.
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For example: `(let ((x (list 1))) (setf (cdr x) x) (write x :stream t :circle t) :done)`.

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