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January 29, 2018 11:15
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64-deep binary tree
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data Tree a = Leaf a | Node (Tree a) (Tree a) | |
data Direction = L | R | |
make :: Integer -> Tree Int | |
make 1 = Leaf 0 | |
make n = Node (make (n - 1)) (make (n - 1)) | |
get :: Tree a -> [Direction] -> a | |
get (Node x _) (L:idxs) = get x idxs | |
get (Node _ y) (R:idxs) = get y idxs | |
get (Leaf x) nil = x | |
set :: Tree a -> [Direction] -> a -> Tree a | |
set (Node x y) (L:idxs) val = Node (set x idxs val) y | |
set (Node x y) (R:idxs) val = Node x (set y idxs val) | |
set (Leaf _) nil val = Leaf val | |
main = do | |
putStrLn (let tree = make 64 | |
newtree = set tree [L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L, | |
L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L] 1 | |
in show $ get newtree [L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L, | |
L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L, L, L, R, L]) |
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