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Haskell solution for http://habrahabr.ru/post/200190/
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module Main where | |
import qualified Data.Vector as V | |
printArray :: (Integral a, Show a) => V.Vector a -> IO () | |
printArray x = mapM_ printLine $ reverse [1 .. maxElem] | |
where | |
printLine n = (putWithOffset $ show n) >> mapM_ (putFiller n) [0 .. (V.length x)-1] >> putChar '\n' | |
putWithOffset s | |
| length s < numberOffset = putStr s >> mapM_ (\x -> putChar ' ') [1 .. (length s) - numberOffset] | |
| otherwise = putStr s | |
putFiller n i | |
| x V.! i >= n = putChar '#' | |
| otherwise = putChar ' ' | |
numberOffset = length $ show maxElem | |
maxElem = V.maximum x | |
water :: Integral a => V.Vector a -> a | |
water vec = inwater 0 0 0 vec | |
where inwater ml mr ac vec | |
| V.length vec <= 1 = ac | |
| leftMax >= rightMax = inwater leftMax rightMax (ac + rightMax - V.last vec) (V.take (V.length vec - 1) vec) | |
| otherwise = inwater leftMax rightMax (ac + leftMax - V.head vec) (V.drop 1 vec) | |
where | |
leftMax = if V.head vec > ml then V.head vec else ml | |
rightMax = if V.last vec > mr then V.last vec else mr | |
input = V.fromList [2,5,1,3,1,2,1,7,5,6] | |
main = do | |
printArray input | |
putStrLn $ show $ water input |
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water :: Integral a => [a] -> a | |
water vec = inwater 0 0 0 vec | |
where inwater ml mr ac vec | |
| length vec <= 1 = ac | |
| leftMax >= rightMax = inwater leftMax rightMax (ac + rightMax - last vec) (take (length vec - 1) vec) | |
| otherwise = inwater leftMax rightMax (ac + leftMax - head vec) (drop 1 vec) | |
where | |
leftMax = if head vec > ml then head vec else ml | |
rightMax = if last vec > mr then last vec else mr | |
main = putStrLn $ show $ water [2,5,1,3,1,2,1,7,5,6] |
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