Updated again.
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-1
@@ -21,13 +21,15 @@
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; Tree t -> Bool
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; Tree t -> Bool
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; Determines whether a Tree is a binary search tree.
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; Determines whether a Tree is a binary search tree.
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(define (bst? t)
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(define (bst? t)
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(local [; Convenient form of greater than.
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(local [; <2: U{Num, Sym}, Num, U{Num, Sym} → Bool
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; Convenient form of greater than. Slightly hack.
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(define (<2 a b c)
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(define (<2 a b c)
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(cond [(and (symbol? a) (symbol? c)) #t]
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(cond [(and (symbol? a) (symbol? c)) #t]
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[(symbol? a) (< (- b 1) b c)]
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[(symbol? a) (< (- b 1) b c)]
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[(symbol? c) (< a b (+ b 1))]
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[(symbol? c) (< a b (+ b 1))]
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[else (< a b c)]))
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[else (< a b c)]))
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; recurse: t: Tree, lower: Num, upper: Num → Bool
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; Recursively checks left & right with lower & upper bounds.
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; Recursively checks left & right with lower & upper bounds.
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(define (recurse t lower upper)
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(define (recurse t lower upper)
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(cond [(symbol? t) (symbol=? t 'end)]
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(cond [(symbol? t) (symbol=? t 'end)]
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