day 8: rewrite
trying a new approach hinted by someone else Signed-off-by: Amneesh Singh <natto@weirdnatto.in>
This commit is contained in:
80
day8.hs
80
day8.hs
@@ -1,52 +1,48 @@
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import Data.Char (digitToInt)
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import Data.List (transpose, zip4, zipWith4)
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import Data.List (scanl, tails, transpose, zip4, zipWith4)
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import Data.Text (Text)
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import qualified Data.Text as T (lines, unpack)
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import Lib (readFile')
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-- new approach was hinted by an anon but I cannot quite get it right
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-- a fun approach, not necessarily the fastest (or cleanest (or smartest))
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main :: IO ()
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main = do
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input <- map (map digitToInt) . lines <$> readFile "day8.in"
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let (e, w, n, s) = trees input
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let obscured = zipWith4 zip4 e w n s
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input <- map T.unpack . T.lines <$> readFile' "day8.in"
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putStr "Q1: "
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print $
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length $
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filter
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(not . (\((w, _), (x, _), (y, _), (z, _)) -> w && y && x && z))
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$ concat obscured
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print $ q1 input
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putStr "Q2: "
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print $
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maximum $
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map (\((_, w), (_, x), (_, y), (_, z)) -> w * x * y * z) $
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concat obscured
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print $ q2 input
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type Forest = [[(Bool, Int)]]
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trees :: [[Int]] -> (Forest, Forest, Forest, Forest)
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trees input =
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( trees' input,
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map reverse $ trees' $ map reverse input,
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transpose $ trees' $ transpose input,
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reverse $ transpose $ trees' $ transpose $ reverse input
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) -- (east, west, north, south) traversals
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layer :: [[Char]] -> (a -> a -> a) -> ([[Char]] -> [[a]]) -> [[a]]
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layer input f f' =
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zipWith4 ( zipWith4 (\w x y z -> f w . f x $ f y z) )
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(f' e)
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(map reverse $ f' w)
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(transpose $ f' n)
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(reverse . transpose $ f' s)
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where
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trees' :: [[Int]] -> Forest
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trees' =
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foldr
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( \x xs ->
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let (_, dist) =
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foldr
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( \(cur, y) ((old, m), ys) ->
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( if y > m then (cur, y) else (old, m),
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( y <= m,
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let s = length $ takeWhile (< y) $ reverse $ take cur x
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in if s == cur then s else s + 1
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) :
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ys
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(e, w, n, s) =
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( input,
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map reverse input,
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transpose input,
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transpose $ reverse input
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) -- (east, west, north, south]
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q1 :: [[Char]] -> Int
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q1 input = length . filter not . concat $ layer input (&&) q1'
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where
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q1' :: [[Char]] -> [[Bool]]
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q1' = map (\x -> zipWith (<=) x $ scanl max minBound x)
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q2 :: [[Char]] -> Int
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q2 input = maximum . concat $ layer input (*) q2'
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where
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q2' :: [[Char]] -> [[Int]]
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q2' =
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map
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( \a ->
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[ let l = length (takeWhile (< x) xs) in (+ l) . fromEnum $ length xs /= l
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| (x : xs) <- tails a
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]
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)
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)
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((-1, -1), [])
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(zip [0 ..] x)
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in dist : xs
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)
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[]
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