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192 lines
7.7 KiB
192 lines
7.7 KiB
import Data.List.Split |
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import Data.Char as Char |
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import Data.List as List |
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import qualified Data.Map.Strict as M |
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import Linear.V2 |
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import Control.Monad |
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main = do |
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software <- getList <$> getContents |
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let arcade = Amplifier software 0 0 [] [] |
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let arcadeStep1 = step arcade [] |
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let step1Result = parseOutput M.empty (output arcadeStep1) |
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let blocks =length $ M.filter(==2) step1Result |
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let result = runGame arcade M.empty |
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--let gameMap = createMap result [0..23] [] |
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let score = M.filterWithKey(\(V2 a b) _ -> a == -1 ) result |
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--mapM putStrLn( map (map getSymbol) gameMap) |
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--putStrLn(show score) |
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putStrLn(show result) |
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putStrLn "Finished" |
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data Amplifier = Amplifier{ state :: [Int] |
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,index :: Int |
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,base :: Int |
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,input :: [Int] |
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,output :: [Int] |
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} deriving Show |
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runGame :: Amplifier -> M.Map (V2 Int) Int -> M.Map (V2 Int) Int |
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runGame arcade gameM= do |
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let newArcade = step arcade [0] |
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let tiles = ((parseOutput M.empty (output newArcade))) |
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let newGameM = M.union tiles gameM |
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let blocks = length $ M.filter(== 2) newGameM |
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if blocks == 0 |
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then tiles |
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else runGame newArcade newGameM |
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parseOutput :: M.Map (V2 Int) Int -> [Int] -> M.Map (V2 Int) Int |
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parseOutput tiles (x:y:c:xs) |
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| length xs == 0 = M.insert (V2 x y) c tiles |
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| length xs > 0 = parseOutput newtiles xs |
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where newtiles = M.insert (V2 x y) c tiles |
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createMap :: M.Map (V2 Int) Int -> [Int] -> [[Int]] -> [[Int]] |
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createMap points (y:ys) output |
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|length ys > 0 = do |
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let fPoints = M.filterWithKey(\(V2 a b) _ -> b ==y ) points |
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let row = M.foldlWithKey createRow [] fPoints |
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let newoutput = output ++ [(row)] |
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createMap points ys newoutput |
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|otherwise = output |
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createRow :: [Int] -> V2 Int -> Int -> [Int] |
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createRow row (V2 a b) c = Main.insert row c a |
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getSymbol :: Int -> Char |
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getSymbol 0 = ' ' |
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getSymbol 1 = '|' |
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getSymbol 2 = '#' |
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getSymbol 3 = '=' |
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getSymbol 4 = '*' |
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getList :: String -> [Int] |
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getList = map Prelude.read . splitOn "," |
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step :: Amplifier -> [Int] -> Amplifier |
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step amp input = operation (drop (index amp) (state amp)) (state amp) (index amp) (base amp) input [] |
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operation :: [Int] -> [Int] -> Int -> Int -> [Int] -> [Int] -> Amplifier |
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operation (99:_) state i base input output = |
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Amplifier state i base input output |
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operation (op:xs) state i base input output |
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| last (digits op) == 1 = do |
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let newindex = i + 4 |
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let newstate = add (fillup (revertdigs op) 5) (xs!!0) (xs!!1) (xs!!2) base state |
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operation ((drop newindex newstate)) (newstate) newindex base input output |
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| last (digits op) == 2 = do |
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let newindex = i + 4 |
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let newstate = mult (fillup (revertdigs op) 5) (xs!!0) (xs!!1) (xs!!2) base state |
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operation ((drop newindex newstate)) (newstate) newindex base input output |
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| last (digits op) == 3 = do |
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if (length input) == 0 |
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then (Amplifier state i base input output) |
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else do |
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let newindex = i + 2 |
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let newstate = put (fillup (revertdigs op) 3) (xs!!0) (head input) base state |
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let newinput = drop 1 input |
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operation (drop newindex newstate) (newstate) newindex base newinput output |
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| last (digits op) == 4 = do |
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let newindex = i + 2 |
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let newoutput = out (fillup (revertdigs op) 3) output (xs!!0) base state |
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let newinput = drop 1 input |
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operation ((drop newindex state)) (state) newindex base input (newoutput) |
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| (last (digits op) == 5 ) = do |
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let newindex = jumpif (fillup (revertdigs op) 4) (xs!!0) (xs!!1) i base state |
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operation ((drop newindex state)) (state) newindex base input output |
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| (last (digits op) == 6 ) = do |
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let newindex = jumpifnot (fillup (revertdigs op) 4) (xs!!0) (xs!!1) i base state |
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operation ((drop newindex state)) (state) newindex base input output |
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| (last (digits op) == 7 ) = do |
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let newindex = i + 4 |
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let newstate = lessthan (fillup (revertdigs op) 5) (xs!!0) (xs!!1) (xs!!2) base state |
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operation ((drop newindex newstate)) (newstate) newindex base input output |
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| (last (digits op) == 8 ) = do |
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let newindex = i + 4 |
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let newstate = equal (fillup (revertdigs op) 5) (xs!!0) (xs!!1) (xs!!2) base state |
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operation ((drop newindex newstate)) (newstate) newindex base input output |
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| (last (digits op) == 9 ) = do |
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let newindex = i + 2 |
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let fullop = (fillup (revertdigs op) 3) |
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let newbase = base + (getValue (fullop!!2) (xs!!0) base state) |
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(operation ((drop newindex state)) (state) newindex newbase input output) |
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add :: [Int] -> Int -> Int -> Int -> Int -> [Int] -> [Int] |
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add (op1:op2:m1:m2:m3:_) p1 p2 p3 base state = |
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Main.insert state sum (getIndex m3 p3 base) |
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where |
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sum = (getValue m1 p1 base state) + (getValue m2 p2 base state) |
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mult :: [Int] -> Int -> Int -> Int -> Int -> [Int] -> [Int] |
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mult (op1:op2:m1:m2:m3:_) p1 p2 p3 base state = |
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Main.insert state sum (getIndex m3 p3 base) |
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where |
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sum = (getValue m1 p1 base state) * (getValue m2 p2 base state) |
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put :: [Int] -> Int -> Int -> Int -> [Int] -> [Int] |
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put(op1:op2:m1:_) p1 input base state = |
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Main.insert state input (getIndex m1 p1 base) |
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out :: [Int] -> [Int] -> Int -> Int -> [Int] -> [Int] |
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out (op1:op2:m1:_) output p1 base state = |
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output ++ [(getValue m1 p1 base state)] |
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jumpif :: [Int] -> Int -> Int -> Int -> Int -> [Int] -> Int |
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jumpif (op1:op2:m1:m2:_) p1 p2 index base state |
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| (getValue m1 p1 base state) /= 0 = getValue m2 p2 base state |
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| otherwise = index + 3 |
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jumpifnot :: [Int] -> Int -> Int -> Int -> Int -> [Int] -> Int |
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jumpifnot (op1:op2:m1:m2:_) p1 p2 index base state |
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| (getValue m1 p1 base state) == 0 = getValue m2 p2 base state |
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| otherwise = index + 3 |
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lessthan :: [Int] -> Int -> Int -> Int -> Int -> [Int] -> [Int] |
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lessthan (op1:op2:m1:m2:m3:_) p1 p2 p3 base state |
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| (getValue m1 p1 base state) < (getValue m2 p2 base state) = |
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Main.insert state 1 (getIndex m3 p3 base) |
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| otherwise = Main.insert state 0 (getIndex m3 p3 base) |
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equal :: [Int] -> Int -> Int -> Int -> Int -> [Int] -> [Int] |
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equal (op1:op2:m1:m2:m3:_) p1 p2 p3 base state |
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| (getValue m1 p1 base state ) == (getValue m2 p2 base state ) = |
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Main.insert state 1 (getIndex m3 p3 base) |
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| otherwise = Main.insert state 0 (getIndex m3 p3 base) |
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insert :: [Int] -> Int -> Int -> [Int] |
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insert xs value index |
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| index < length xs = do |
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let split = splitAt index xs |
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(fst split)++ [value] ++ (drop 1 (snd split)) |
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| otherwise = do |
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let longState = xs ++ (replicate (index - length xs) 0) |
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let split = splitAt index longState |
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(fst split)++ [value] ++ (drop 1 (snd split)) |
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read :: [Int] -> Int -> Int |
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read xs index |
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| index < length xs = xs!!index |
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| otherwise = 0 |
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digits :: Int -> [Int] |
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digits = map Char.digitToInt . show |
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revertdigs :: Int -> [Int] |
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revertdigs 0 = [] |
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revertdigs x = x `mod` 10 : revertdigs (x `div` 10) |
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fillup :: [Int] -> Int -> [Int] |
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fillup array x = array ++ (replicate (x - (length array)) 0) |
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getValue :: Int -> Int -> Int -> [Int] -> Int |
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getValue 0 p base array = Main.read array p |
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getValue 1 p base array = p |
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getValue 2 p base array = Main.read array (base + p) |
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getIndex :: Int -> Int -> Int -> Int |
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getIndex m p base |
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| m == 0 = p |
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| m == 2 = p + base
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