Day 8! Took me longer than I'd like to admit
This commit is contained in:
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@ -9,4 +9,4 @@ executable aoc2022
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build-depends: base ^>=4.16.2.0, split ^>=0.2.3.5, regex-tdfa ^>=1.3.2, containers ^>=0.6.6
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build-depends: base ^>=4.16.2.0, split ^>=0.2.3.5, regex-tdfa ^>=1.3.2, containers ^>=0.6.6
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hs-source-dirs: app
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hs-source-dirs: app
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default-language: Haskell2010
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default-language: Haskell2010
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other-modules: Day1.Main Day2.Main Day3.Main Day4.Main Day5.Main Day6.Main Day7.Main
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other-modules: Day1.Main Day2.Main Day3.Main Day4.Main Day5.Main Day6.Main Day7.Main, Day8.Main
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59
2022/app/Day8/Main.hs
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59
2022/app/Day8/Main.hs
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module Day8.Main where
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import System.IO
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import Data.List
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main :: IO ()
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main = do
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putStrLn "Day 8"
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handle <- openFile "app/Day8/input" ReadMode
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contents <- hGetContents handle
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let r1 = part1 contents
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putStrLn $ "part 1: " ++ show r1
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let r2 = part2 contents
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putStrLn $ "part 2: " ++ show r2
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type Tree = (Int,[Int],[Int],[Int],[Int]) -- Self, N, E, S, W
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enumerate :: [a] -> [(Int, a)]
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enumerate = zip [0..]
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parseData :: String -> [[Int]]
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parseData contents = (map . map) (read . singleton :: Char -> Int) $ lines contents
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toTrees :: [[Int]] -> [Tree]
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toTrees rows = [(tree, north r c, east r c, south r c, west r c) | (r, line) <- enumerate rows, (c, tree) <- enumerate line]
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where
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columns = transpose rows
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east r c = drop (c + 1) $ rows !! r
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west r c = reverse $ take c $ rows !! r
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north r c = reverse $ take r $ columns !! c
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south r c = drop (r + 1) $ columns !! c
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isVisible :: Int -> [Int] -> Bool
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isVisible _ [] = True
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isVisible t ts = all (< t) ts
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invisibleFromOutside :: Tree -> Bool
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invisibleFromOutside (t,n,e,s,w) = all (not . isVisible t) [n,e,s,w]
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part1 :: String -> Int
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part1 = length . filter (not . invisibleFromOutside) . toTrees . parseData
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-- Includive version of takeWhile (because lentgh takeWhile + 1 doesn't work for when the outer border is the reason you can't see further)
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takeWhileI :: (a -> Bool) -> [a] -> [a]
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takeWhileI _ [] = []
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takeWhileI p (x:xs) =
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x : if p x then takeWhileI p xs else []
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viewingDistance :: Int -> [Int] -> Int
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viewingDistance t ts = length $ takeWhileI (< t) ts
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scenicScore :: Tree -> Int
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scenicScore (t,n,e,s,w) = product $ map (viewingDistance t) [n,e,s,w]
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part2 :: String -> Int
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part2 = maximum . map scenicScore . toTrees . parseData
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5
2022/app/Day8/example
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5
2022/app/Day8/example
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99
2022/app/Day8/input
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2022/app/Day8/input
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011201001000123232122300403211332202122424332111151523152310403222120311202224013311113203311122001
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102201211220103202323002411123324024134251423232343141424431144431022143443131141222323122010012220
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002022232232102013311311301321044421352134513235443522243113311323213013301030440423203311103101020
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002212021110130112400112141310424411421435324412235335534245212325313312413434430114302030310200000
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202000312203303110042324124431114212153432535412115323131323541522511253002131401212012131031321110
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120203002030304244102444143021314124552253521343321513511124144454343454102412220143321013220111212
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012133330030200444414333325255125142322121412245551424242135123513411533153323130432231002121211210
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012300220003100211444401144353345522135453435223464636451554321531323513234331131114224102232333310
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000201310302031301344341134512444312432566266533252332656654251123535525135213300040211242011230031
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121002133124022203240512452433331223524622643252532325346635555552514352434233454024134201432001111
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112213110140442401434531255323512525265655352543623565556265545555235551143135124203142220020302000
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033001202421424143555311243322416262636322654432542644633525453666655354514351121150231101002002310
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334241221121414455435265324646757456774784864846746867457546648735456677555624445353555434433340341
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321113152666424547657348876876678597898779877779998999978978777885976658558676664444674243656333212
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421511245364456777655754476646885699898678788797778788778778999795687589454774563737333365434325525
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213532265252653474345766566877669898969767779777879797899977669868595997784466766655547455234435452
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125232235356525353764645486577668857868788699799787978898988669878688867586564457353673236664223343
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441242562562223643773466848558599657669669968987979987787969676777796877655876456745562442232541525
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135122156635652746574578664849659556998698797778797889988788869797687977855447474475546334662522444
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144315413442434666777478887855885568968799966889978797797867786966685589646488554737453225335213325
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511213234443636433646678657654587788667696879878989799867699988765895758788675765445656425425334544
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052145146243336363474565857687976889776768867898889967686967668565998666768575534675445244546424155
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235513424332444756467574556745997958679678999799789777998968876679956958746554677637762355253554335
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331155256654246447545776676487485655676699678967897779688898989999768655488874564764434223445132152
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152152253254255234473347878744485766678897879689897888667968795675655864748584644653323363464154251
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245154344235223346354765457746867586969968687876867899766986679689585778787473555663424264553541344
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033522343456423455634354575764856898657669957896677776766596688857787474488436433455326554242331222
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321532413246333226435563556578864759978657759897896799958558598588975755858856537673332523244522141
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101422552442534324467345475684574877989759655788785857697957976679848768474665346435664653421242444
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041131245522253556554636537878457787468577768876778599999689667978487755747676763666266652435545351
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334034423343366322247357747635787857555667756956768657779596877655676555367754633345545442422145333
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232123114442152332546734767375678475664877645798695799654765488755876545334345452455463633534433233
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414423121145222454332477456654436757485685646546884446667744645744675377357654436554353221451345404
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234130223314353235262655676637577858558554556467788664555466588778677546456334642623666524333250443
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414001252524152463224524734765775677644765886656877578666575855788653533364773455446565352432424320
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024323134311552535243564667476365737764685474446876486685546667685363735646643655435355533243440034
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331141044111451522226436327536773637654887585478885586588745847444466365767232265352211455413531431
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241321311312323233252665352455436545735388846445565487667644555744667753556266645332452431541341044
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234030032312154414563442653244476576544654676884777445766434443476675746365245632242515342521301442
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202112004552434344564624422526757574735736566643654737673776743354737744242533546523434111443034202
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323422334452422412134566522262537334374446646774476534347655656336555632626663364214333341322443300
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031243421344143515452456444553266345437737337675574563437533573575456463665443432215213541123241240
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002114441013421154331235436253442576764555535635775735635377573353666526333623554524421352131443020
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111342301013125124521245222663363363467436357434736773473777464564655622533254352444544553311114233
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222323000331131531351433363334345533653474663466435557365553376535246564324662454422135233103003200
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002103300342403311123432563445263435443255635353333564444573456633466424623313351545133022013122320
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300304042333200223123432352234525626625234236453763536563235242224645265643515312312520000242200000
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303323342040431313415255233251226626334264553655346266323665655652522363324341123235410333230402230
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300112203021311400115231251543524354554262365526643622264625434236554412121342322522123434120120203
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011001023222004142422445443143212526654365444643442536365453622222634154551441553400220414300301332
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230032020342121242113341435444543253355352433246243543645634456552525315313143243431133302112320020
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112222030320432400004224215552515412325221525356363643351335211141344255554442403013303120331312202
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110321230332323212301432002424211134155124241552254334221154111545254253122214132321141212032221001
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021020121321302320401011302153145251455114411155452245422422135453412153112033343412340101230302010
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202201033331203122413021242022211002455531321354252412214332215513311231404032244320020330332301120
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@ -7,6 +7,7 @@ import qualified Day4.Main as Day4
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import qualified Day5.Main as Day5
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import qualified Day5.Main as Day5
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import qualified Day6.Main as Day6
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import qualified Day6.Main as Day6
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import qualified Day7.Main as Day7
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import qualified Day7.Main as Day7
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import qualified Day8.Main as Day8
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main :: IO ()
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main :: IO ()
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main = do
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main = do
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Day5.main
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Day5.main
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Day6.main
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Day6.main
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Day7.main
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Day7.main
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Day8.main
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