day9: Complete puzzles
This commit is contained in:
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6dc1a61792
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23
9/Parsing.hs
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23
9/Parsing.hs
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module Parsing (
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splitByString
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) where
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import Data.List (isPrefixOf)
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splitByString :: String -> String -> [String]
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splitByString _ "" = []
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splitByString splitter string =
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let (chunk, rest) = spanNextSplit string
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in
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chunk:(splitByString splitter rest)
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where
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spanNextSplit :: String -> (String, String)
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spanNextSplit [] = ([], [])
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spanNextSplit everything@(char:rest)
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| splitter `isPrefixOf` rest =
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([char], (drop ((length splitter) + 1) everything))
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| otherwise =
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let
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(start, end) = spanNextSplit rest
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in
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(char:start, end)
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100
9/input.txt
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100
9/input.txt
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@ -0,0 +1,100 @@
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9987675345698765453987654321234589999899878923493212345678999998656782467898999899878301234578998787
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9876543234789765322398743210123567898789767899986101239899789876543101567897898798763212355989987656
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3987784014897654310987654331235679965697644998765232345997654989765212799956999679854343466799976545
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2199875323998765421298776542346789434595433498754345456789543499876353489549876542975858977899876439
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1012965439899896432359987667457896546789322349987656987898932445987454578932987621986767898943989598
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2125976598798989943467898876589999858899910959898767898976101234598966689431298320987898999432399987
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3234987987656579894578989987679998769999899898769879999965422345679298995420139434598999896543459875
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4346799876545456789679877898789769878989798799656989899876563496799109989591298548999689789656598764
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5956998765434345698989765679895456989678679678943496789988689989898997979989987657987565698787989543
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6899898764321234567999876989954345696534598789432134679999799976987656765778998769766464989999865432
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7987679653210155789999997899875456789323999899521012345899899765698943254667999898954353578999654321
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9696598654323234589788998998986567898919894958933423456789999753459892123458998987893212467898765432
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8543498765434545679567899987987679987898743147894934567898989432398789334767987876789101298989876543
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7656789878545656789338989876598789986797654235679895678997878941987678975879896545698914345678987654
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9868998989656877892129678965439899975498754346998796789986867932954569986798765434567895458989998765
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8979987798787898921012567894321999874329985459876589899985457899873458987987654323469986567899869876
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7899876549898959999923456789432398765909876567987678999875322987654567898998773212378997698998754987
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6534997831999943987894567897543999899899987878998789789964201298765678919679654323456789799987632399
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5424598942689899876789678987659899988788999989019895699865362349986989103498795434567899899996549989
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4212349653498789765699989798798789877697898999999924789976457899798993212379986747698946999897998878
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5334569878989678934998995679987678954545987899789935689987567987649898763467897858789235798789887867
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6446878989876569976897893459876567893239876797689898789397679893234789654598998979999546999698785458
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7557989199987457898956789998984348994124965323486789895498798789123569875989109989898969898598654345
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8998994398796346899545699876543236789549876412345678979569987679023456989878992398767898767469643234
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9999689987654235695434689987652125678956987954456789768979876568994568999867989987659999955398759345
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7887578976543123489545679698983234789768998765677993457899765456789878997654878998767899843229898956
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6543469998768245678956789529865445899879999896798912349998987347899989989653467899879998732019987897
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7672398999875456989767895439876556789989989999899102356987798456789899878932356789989987643498976789
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8954987899986567899878976546989667993498979978976212469996549567895798969991245699899998754987685698
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9769876989987898901989997656898789101997768769895433498765439878934987656789346789788999869876564567
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9898765778998979312397899767999893249876753656789656569976524989423976546789498997697986998765473456
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3987654569789765434456976978999974756965432345678987678987734694319887635689989998456894219874321567
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2198733477678978645797895989989865669876543766799998789599848789998765212678979999367975323985432378
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3989821234568999756898934599878976798998754567898999897679959899899874323599867895459876434596543458
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9876432347679549887969423498969987897989865698997899979898767998798765435679756899567987546987654567
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9876543489789832998953210987658998996579878789876588965939989987659987546789645688979987657898785678
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3987654579898721239998723976547899987467989999995477894321098765545698687895436577898998898999896789
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2398766789989654359899644597656999876345697679654356965434197543434989798954323456987899939998987893
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1239887894678965498788987698987999765234789598765467896545976532129879899996534567896789123976798912
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0945998923567896997687898999298987653123696439876588987679876549098765945987965778945693239875459901
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9896789434678999876575999899399199762064594321987678998789989698987654326599878989238789459954345899
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6797898645789998767434598798989349872165689410198989769899898997898543212367989994345678998986254678
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5789949756894987654323497687878959989278796521239797653998767876799654302456999965456899987432123689
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4569439887893998799934598576967898995478897432345698992989545665698775212567899876697899876543234567
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5678921998969899987899974475459997898567998945456789989878932124569854323498976989989965987654345678
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6799990199656789876798863212349976987678999896897899879767893234698765434578965699878974598785458789
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9899989989543298765987652101267895999799998789998998968456789345999879545679854598767943459987569893
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3998979678932129894598543323458934889934987698999987654345895469876997656789765987659894567998678942
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1987667569892099989679656445667895679899876597896596543256896567989998789899876798547689978999789531
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9876553456789989878998767986898996798788995456789987752125789678998999897999987899534567899989898940
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8765432345679878967999899597959789987576789347899876543234589789987899975689999987656789929876967891
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8764321234698766556899995329345678987455678956789989684348678999876798764567898998769893212975456932
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9863210123459654345688989910258789876323589969894398765457789998765679923459987869878999109864349894
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9854525234598743234567979891345897995474567898989239878767899997654567895678996555989998919753239789
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9765434545987655455679865789457896986567678967878946989878959876543456789789789434599987898954398679
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9896565656898766767999954567978965497678989656567898998989245988652346799894698765679876767895976532
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9987879768999879879878323489989654398789893432349899987690159899721278967923989876798965456987987699
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8998989879988989998965412397898765219899762101234789996521998798754367899999878987987654347898998987
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7659395989876897987654323456789898323998753242345678989439887699865456899989769999876543236789019986
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8543214598765456798987654589896987536789894355456989879598754589876967999877658999997655345678998965
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7654323679876578969999865678945698545678976566567898769987653479989898998766546898998786457799987654
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8795498793997989657899976789234987657799987677678965657898794567998789987653234567899898568899998723
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9989989932398996546789989890123498968989998788789654346789887679899678996442123458901987678999899812
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9878879993989875237899999989254989979878999899898766869895998997676567894321015667892398789999798923
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7767767989878943123978999878969978998967899922939878998953219876565456976534124578943469999988697654
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6553459876767894234568986767898767987656789210125989987994101985432389997645234567894590129876598785
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5432345985458995679799875456989659876545456991234899876789919996676569987656545678965989239988439986
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4321359894346789789987654345678943965434345789546799765679898987787878998787656989879879998895321298
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5430198765497899894298763234567899876521234899987987654598787999898989109898767899998967897654210129
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6541679876989945999987654345678989987752345678999999766987656579999793212999878999987656789775323234
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6432589989877899998998765476989978998843459789998939878996545468989654329989999998798787894989876545
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7543458998965778987679976687898767898754678999987923989876432345678976498978989987659898943497987676
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8654567987854567896563987798998656899865789019876894599987321238789098987967878998743989932346798888
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9766779876543488997432398899987745679877892198765789998765450139989129876754568999974567895459999999
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9877898765632356789543459921096434567988943989654567899986521234678998765323467899865679976598897912
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9988987654521237989699567899987558978999659876543457899987634656899986544212456789877889987987656893
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9999996543210357678987998998998667989431968997652346998998785667901997432101348995998994398996545789
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8932987987631234589476789987689978999599878994321345997899996778929899546712467894239987469997434679
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7891098876546349679345678965578899998989989989935459876979897889298778994324578943190296599989323567
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6989129989865478993234567893456799987878998776896567965468789990199656989435678954989987989978934569
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5678949999976569310123689932345689876569899565789778984345688999987645678945789769979999878767897698
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4567898999987679453294594321017992985498765434698999993234567898765434899656899998768999765457898987
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7698987898799789564989695532399891996309899323456789832125678919876325999797999887657987654346789876
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8999876789654998679879989649989799876212987437899898761012348901985476789898998765431298743235689985
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9899965689543249998765679998767678965429876556945987652125667899876787899979459963210139852123798954
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8788754799932129879654587789656567896578987987899876543234799998989898998764349854321298764234567893
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7656543458794298965443445678932456789789598998901997654345678997693939789943298765432359879876899952
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6543252345679987654352237899751577899895459789212398897656889986542124599892109887545456989987896541
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8432101489989999875210128932967698998901345699924569998767994987431023999789213998676569995699965430
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7654312678999998996321239999878789767892396989895678989879993976545129897678954598789678934567976521
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8976433589998767987542356789999891557789989978789789467998989897685398789569899989899789325679897432
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9987544567899655698653468999987910345679878765678992345987878799896987667348798976949895434599789545
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9999655778999543219766567899876621234598765454567891249876567689929876543237667895435976565987679656
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8798789989988959309877678999765432545699654323479910134995456578912997632123456789523498878996598977
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6549891299876898912988989789876547686987543212567891239984323469329876321014567898654569989985456799
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1234932997764667893499995678987658798998654403459932398765012478998765432125678979866789699876345678
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0356799876543456994567894567898967899019873212378993987654139989219876843336789565977896579843234589
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1235789987532345789978943456899878978929764323456789398543248892101998765459895434598965498765445678
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2356897698421234567899432346789989767899875435668891239654356789432789887567976323699654329876786789
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3567896543210246788987541457892499848921986546879910129767568996545699998678988434789543210989897899
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77
9/smokescreen.hs
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77
9/smokescreen.hs
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import Data.Char (digitToInt)
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import Data.List (nub, sortBy)
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import Data.Ord
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main :: IO ()
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main = do
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input <- getContents
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let
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heightMap = parseHeights input
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(putStrLn . show . solution1) heightMap
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(putStrLn . show . solution2) heightMap
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solution1 :: [[Int]] -> Int
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solution1 heights = sum (map (\p -> heights !!! p + 1) (lowPoints heights))
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solution2 :: [[Int]] -> Int
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solution2 heights = product (take 3 (sortBy (comparing Down) (map length basins)))
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where
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basins :: [[(Int, Int)]]
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basins = map (flip basin heights) (lowPoints heights)
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basin :: (Int, Int) -> [[Int]] -> [(Int, Int)]
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basin point heights
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| null next = []
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| otherwise = nub (point:(next)++flatmap (flip basin heights) next)
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where
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next = filter partOfBasin (adjacent point heights)
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partOfBasin x =
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let
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xHeight = heights !!! x
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in
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xHeight > heights !!! point && xHeight /= 9
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flatmap :: (t -> [a]) -> [t] -> [a]
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flatmap _ [] = []
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flatmap f (x:xs) = f x ++ flatmap f xs
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lowPoints :: [[Int]] -> [(Int, Int)]
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lowPoints heights = filter (flip isLowPoint heights) (indices heights)
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where
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indices :: [[Int]] -> [(Int, Int)]
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indices m = [(x, y) |
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x <- [0..length(m)-1],
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y <- [0..length(m !! 0)-1]]
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isLowPoint :: (Int, Int) -> [[Int]] -> Bool
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isLowPoint point m = all (> (m !!! point)) (map ((!!!) m) (adjacent point m))
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(!!!) :: [[Int]] -> (Int, Int) -> Int
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(!!!) m index = m !! (fst index) !! (snd index)
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adjacent :: (Int, Int) -> [[Int]] -> [(Int, Int)]
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adjacent (x, y) m =
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[(i+x, j+y) |
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i <- [-1..1],
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j <- [-1..1],
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abs i /= abs j,
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i+x >= 0 && i+x < length(m),
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j+y >= 0 && j+y < length(m !! 0)]
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parseHeights :: String -> [[Int]]
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parseHeights = map (map digitToInt) . lines
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-- Tests
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testInput = unlines [
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"2199943210",
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"3987894921",
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"9856789892",
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"8767896789",
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"9899965678"
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]
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testInputParsed = parseHeights testInput
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test1 = solution1 testInputParsed -- 15
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test2 = solution2 testInputParsed -- 1134
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