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Board.hs
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203 lines (191 loc) · 5.77 KB
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-- Copyright 2018 The Australian National University, All rights reserved
module Board where
import Player
import Data.List (intercalate)
import Test.QuickCheck
type Point = Maybe (Player, Int)
data Board = Board
{ points :: [Point]
, wBar :: Int
, bBar :: Int
}
instance Arbitrary Board where
arbitrary = do
list <- suchThat arbitrary (\x -> length x == 24)
let numList = take 24 $ map (\x -> abs x `mod` 8) list :: [Int]
player <- suchThat arbitrary (\x -> length x == 24)
let pointList = zipWith genPoint numList player
return $ Board pointList 0 0
where
genPoint :: Int -> Player -> Point
genPoint i p
| i == 0 = Nothing
| otherwise = Just (p, i)
instance Show Board where
show b =
"\n " ++
intercalate " " [show x | x <- [13 .. 18 :: Int]] ++
" " ++
intercalate " " [show x | x <- [19 .. 24 :: Int]] ++
"\n" ++
replicate 51 '-' ++
"\n" ++
intercalate "\n" (map (formatLine . produceLine) [1 .. 6]) ++
"\n" ++
replicate 51 '-' ++
barLine ++
"\n" ++
replicate 51 '-' ++
"\n" ++
intercalate "\n" (reverse $ map (formatLine . produceLine) [7 .. 12]) ++
"\n" ++
replicate 51 '-' ++
"\n" ++
" " ++
intercalate " " [show x | x <- [12, 11, 10, 9 :: Int]] ++
" " ++
intercalate " " [show x | x <- [8, 7 :: Int]] ++
" " ++ intercalate " " [show x | x <- [6,5 .. 1 :: Int]] ++ "\n"
where
produceLine :: Int -> String
produceLine i
-- Top Heavy
| i <= 6 = concatMap (\x -> pointToString x i True) topHalf
| otherwise =
concatMap (\x -> pointToString x (i - 6) False) $ reverse bottomHalf
topHalf, bottomHalf :: [Point]
topHalf = drop 12 $ points b
bottomHalf = take 12 $ points b
formatLine :: String -> String
formatLine str =
"| " ++
intercalate " | " [[c] | c <- take 6 str] ++
" ||| " ++ intercalate " | " [[c] | c <- drop 6 str] ++ " |"
barLine :: String
barLine
| totalBar == 0 = []
| otherwise =
"\n" ++
replicate (26 - totalBar) ' ' ++
unwords [[c] | c <- barString]
where
totalBar :: Int
totalBar = wBar b + bBar b
barString :: String
barString = replicate (wBar b) 'o' ++ replicate (bBar b) 'x'
pointToString :: Point -> Int -> Bool -> String
pointToString p i t =
case p of
Nothing -> " "
Just (pl, n)
| n > 9 && i == 5 && t -> take 1 $ show n
| n > 9 && i == 6 && t -> drop 1 $ show n
| n > 9 && i == 5 -> drop 1 $ show n
| n > 9 && i == 6 -> take 1 $ show n
| n > 6 && i == 6 -> show n
| n >= i ->
if pl == White
then "o"
else "x"
| otherwise -> " "
initialBoard :: Board
initialBoard =
Board
[ Just (Black, 2)
, Nothing
, Nothing
, Nothing
, Nothing
, Just (White, 5)
, Nothing
, Just (White, 3)
, Nothing
, Nothing
, Nothing
, Just (Black, 5)
, Just (White, 5)
, Nothing
, Nothing
, Nothing
, Just (Black, 3)
, Nothing
, Just (Black, 5)
, Nothing
, Nothing
, Nothing
, Nothing
, Just (White, 2)
]
0
0
reverseBoard :: Board -> Board
reverseBoard b = b {points = reverse $ points b}
updatePointOnBoard :: Board -> Int -> Point -> Board
updatePointOnBoard b i' p =
b {points = take i (points b) ++ [p] ++ drop (i + 1) (points b)}
where
i = i' - 1
placeOneMoreOnBar :: Player -> Board -> Board
placeOneMoreOnBar p b =
case p of
White -> b {wBar = wBar b + 1}
Black -> b {bBar = bBar b + 1}
removeOneFromBar :: Player -> Board -> Board
removeOneFromBar p b =
case p of
White -> b {wBar = wBar b - 1}
Black -> b {bBar = bBar b - 1}
moveForward :: Board -> Player -> Int -> Int -> Board
moveForward b p f n =
moveForward' {points = map correctPointNumbering (points moveForward')}
where
correctPointNumbering :: Point -> Point
correctPointNumbering point =
case point of
Nothing -> point
Just (_, k)
| k == 0 -> Nothing
| otherwise -> point
moveForward' :: Board
moveForward'
| f == 0 =
case points b !! (24 - n) of
Nothing -> removeOneFromBar p $ updatePointFromBar $ Just (p, 1)
Just (occupier, k)
| occupier == p ->
removeOneFromBar p $ updatePointFromBar $ Just (p, k + 1)
| k == 1 ->
placeOneMoreOnBar occupier $
removeOneFromBar p $ updatePointFromBar $ Just (p, 1)
| otherwise -> b
| f == n =
case fromPoint of
Just (_, k) -> updatePointOnBoard b f $ Just (p, k - 1)
_ -> b
| otherwise =
case (fromPoint, toPoint) of
(Nothing, _) -> b
(Just (p1, k1), Nothing) ->
updatePoints b (Just (p1, k1 - 1)) $ Just (p, 1)
(Just (p1, k1), Just (p2, k2))
| p1 == p2 -> updatePoints b (Just (p1, k1 - 1)) $ Just (p2, k2 + 1)
| k2 == 1 ->
placeOneMoreOnBar p2 $
updatePoints b (Just (p1, k1 - 1)) $ Just (p1, 1)
| otherwise -> b
fromPoint = points b !! (f - 1)
toPoint = points b !! (toIndex - 1)
toIndex = f - n
updatePointFromBar :: Point -> Board
updatePointFromBar = updatePointOnBoard b (25 - n)
updatePoints :: Board -> Point -> Point -> Board
updatePoints =
flip flip toIndex . (updatePointOnBoard .) . flip updatePointOnBoard f