hfiar-0.1.2: src/HFiaR.hs

-- | This module defines the HFiaR monad and all the actions you can perform in it
module HFiaR (
-- * Monad controls
    HFiaRT, play, eval,
-- * Types
    Game, Player, Tile(..), HFiaRError(..), HFiaRResult(..),
-- * Actions
    dropIn, player, board, result
    ) where

import Control.Monad.State

-- | Posible errors in the HFiaR Monad
data HFiaRError = GameEnded | GameNotEnded | InvalidColumn | FullColumn
    deriving (Eq)
    
instance Show HFiaRError where
    show GameEnded      = "Game ended"
    show GameNotEnded   = "Game is on course yet"
    show InvalidColumn  = "That column doesn't exist"
    show FullColumn     = "That column is full"

-- | Posible tiles (just green or red ones)
data Tile = Red | Green
    deriving (Eq, Show)

-- | Posible players (each one with his tile colour)
data Player = Pl {tiles :: Tile}
    deriving (Eq)
    
instance Show Player where
    show (Pl t) = show t

-- | Posible results for the game
data HFiaRResult = Tie | WonBy Player
    deriving (Eq, Show)

-- | Game description
data Game = OnCourse {gamePlayer :: Player,
                      gameBoard  :: [[Tile]]} |
            Ended {gameResult :: HFiaRResult,
                   gameBoard  :: [[Tile]]}
    deriving (Eq, Show)
    
-- | Generic HFiaRT type
newtype HFiaRT m a = HFT {state :: StateT Game m a}
    deriving (Monad, MonadIO, MonadTrans)
    
instance Monad m => MonadState Game (HFiaRT m) where
    get = HFT $ get
    put = HFT . put

play :: Monad m => HFiaRT m a -> m Game
play actions = (state actions) `execStateT` (OnCourse (Pl Green) (replicate 7 []))

eval :: Monad m => HFiaRT m a -> m a
eval actions = (state actions) `evalStateT` (OnCourse (Pl Green) (replicate 7 []))

--------------------------------------------------------------------------------
-- | Drop a tile in a column
dropIn :: Monad m => Int -- ^ Column number
       -> HFiaRT m (Either HFiaRError ())
dropIn c | c < 0 = return $ Left InvalidColumn
         | 6 < c = return $ Left InvalidColumn
         | otherwise =
            do
                game <- get
                case game of
                    Ended{} -> return $ Left GameEnded
                    OnCourse{gameBoard = board,
                             gamePlayer= player} ->
                        if length (board !! c) == 7
                            then return $ Left FullColumn
                            else
                                let newBoard = insertAt c (tiles player) board
                                    newResult= if (isWinner c player newBoard) then WonBy player else Tie
                                    newGame  = if (full newBoard || (newResult == WonBy player))
                                                   then Ended{gameResult = newResult,
                                                              gameBoard  = newBoard}
                                                   else OnCourse{gameBoard = newBoard,
                                                                 gamePlayer= otherPlayer player}
                                 in put newGame >>= return . Right
    where insertAt :: Int -> a -> [[a]] -> [[a]]
          insertAt i x xss = (take i xss) ++ ( (x : (xss !! i)) : drop (i+1) xss)
          
          otherPlayer :: Player -> Player
          otherPlayer Pl{tiles=Green} = Pl Red
          otherPlayer Pl{tiles=Red} = Pl Green
          
          full :: [[a]] -> Bool
          full = all (\x -> 7 == length x)
          
          isWinner :: Int -> Player -> [[Tile]] -> Bool
          isWinner c Pl{tiles=p} b =
            let col = b !! c
             in ([p,p,p,p] == take 4 col) ||
                fourIn (getRow (length col - 1) b) ||
                fourIn (getDiagUpRight c (length col - 1) b) ||
                fourIn (getDiagUpLeft  c (length col - 1) b)

          getRow :: Int -> [[Tile]] -> [Maybe Tile]
          getRow r = map (cell r)
          
          getDiagUpRight :: Int -> Int -> [[Tile]] -> [Maybe Tile]
          getDiagUpRight c r xss = map (\i -> cell (i+r-c) (xss !! i)) [0..6]
          
          getDiagUpLeft :: Int -> Int -> [[Tile]] -> [Maybe Tile]
          getDiagUpLeft c r xss = map (\i -> cell (r+c-i) (xss !! i)) [0..6]
          
          cell :: Int -> [Tile] -> Maybe Tile
          cell c xs = if (c >= 0 && c < length xs)
                        then Just $ (reverse xs) !! c
                        else Nothing

          fourIn :: [Maybe Tile] -> Bool
          fourIn [] = False
          fourIn (Nothing:xs) = fourIn xs
          fourIn (Just p :xs) = ([Just p, Just p, Just p] == take 3 xs) || fourIn xs

-- | Player who's supposed to play the next tile
player :: Monad m => HFiaRT m (Either HFiaRError Player)
player = get >>= \game -> return $ case game of
                                        Ended{} -> Left GameEnded
                                        OnCourse{gamePlayer = p} -> Right p
                
-- | Current board distribution
board :: Monad m => HFiaRT m [[Tile]]
board = get >>= return . gameBoard

-- | If the game ended, returns the result of it
result :: Monad m => HFiaRT m (Either HFiaRError HFiaRResult)
result = get >>= \game -> return $ case game of
                                        OnCourse{} -> Left GameNotEnded
                                        Ended{gameResult = r} -> Right r