2025-12-09 16:57:05 +00:00

41 lines
1.3 KiB
Haskell

module Puzzles.Day8 (puzzle) where
import Pre
import Control.Lens
import Data.DisjointSet qualified as DS
import Linear.Metric
import Linear.V3
puzzle :: Puzzle
puzzle =
Puzzle
{ number = 8
, parser = \isRealData ->
(if isRealData then 1000 else 10,)
<$> (V3 <$> decimal <* single ',' <*> decimal <* single ',' <*> decimal) `sepEndBy` newline
, parts =
[ uncurry \n ->
product
. take 3
. sortOn Down
. map length
. DS.toLists
. maybe (error "not enough boxes") snd
. listIndex n
. connectBoxes
, uncurry . const $
uncurry ((*) `on` view _x)
. maybe (error "sets never unified") fst
. lastMay
. takeWhile ((> 1) . DS.sets . snd)
. connectBoxes
]
, extraTests = mempty
}
connectBoxes :: [V3 Int] -> [((V3 Int, V3 Int), DS.DisjointSet (V3 Int))]
connectBoxes boxes = zip allPairs $ scanl (flip $ uncurry DS.union) (foldMap DS.singleton boxes) allPairs
where
allPairs = sortOn (quadrance . uncurry (-)) $ allUnorderedPairs False boxes