-- Copyright 2023,2024 Lennart Augustsson -- See LICENSE file for full license. module Data.Word(Word, Word8, Word16, Word32, Word64) where import Prelude() -- do not import Prelude import Primitives import Control.Error import Data.Bits import Data.Bool_Type import Data.Bounded import Data.Char import Data.Enum import Data.Eq import Data.Function import Data.Int() -- instances only import Data.Integer import Data.Integral import Data.List import Data.Maybe_Type import Data.Num import Data.Ord import Data.Real import Numeric import Text.Read import Text.Show instance Num Word where (+) = primWordAdd (-) = primWordSub (*) = primWordMul abs x = x signum x = if x == 0 then 0 else 1 fromInteger x = primIntToWord (_integerToInt x) instance Integral Word where quot = primWordQuot rem = primWordRem toInteger = _wordToInteger instance Bounded Word where minBound = 0::Word maxBound = primWordInv (0::Word) instance Real Word where toRational i = _integerToRational (_wordToInteger i) instance Show Word where showsPrec = showIntegral instance Read Word where readsPrec = readIntegral -------------------------------- instance Enum Word where succ x = x + 1 pred x = x - 1 toEnum = primIntToWord fromEnum = primWordToInt enumFrom n = n : enumFrom (n+1) enumFromThen n m = from n where d = m - n from i = i : from (i+d) enumFromTo l h = takeWhile (<= h) (enumFrom l) enumFromThenTo l m h = if m > l then takeWhile (<= h) (enumFromThen l m) else takeWhile (>= h) (enumFromThen l m) -------------------------------- instance Eq Word where (==) = primWordEQ (/=) = primWordNE instance Ord Word where (<) = primWordLT (<=) = primWordLE (>) = primWordGT (>=) = primWordGE -------------------------------- instance Bits Word where (.&.) = primWordAnd (.|.) = primWordOr xor = primWordXor complement = primWordInv shiftL = primWordShl shiftR = primWordShr bitSizeMaybe _ = Just _wordSize bitSize _ = _wordSize bit n = primWordShl 1 n zeroBits = 0 -------------------------------------------------------------------------------- ---- Word8 newtype Word8 = W8 Word unW8 :: Word8 -> Word unW8 (W8 x) = x w8 :: Word -> Word8 w8 w = W8 (w .&. 0xff) bin8 :: (Word -> Word -> Word) -> (Word8 -> Word8 -> Word8) bin8 op (W8 x) (W8 y) = w8 (x `op` y) bini8 :: (Word -> Int -> Word) -> (Word8 -> Int -> Word8) bini8 op (W8 x) y = w8 (x `op` y) cmp8 :: (Word -> Word -> Bool) -> (Word8 -> Word8 -> Bool) cmp8 op (W8 x) (W8 y) = x `op` y una8 :: (Word -> Word) -> (Word8 -> Word8) una8 op (W8 x) = w8 (op x) instance Num Word8 where (+) = bin8 primWordAdd (-) = bin8 primWordSub (*) = bin8 primWordMul abs x = x signum x = if x == 0 then 0 else 1 fromInteger i = w8 (primIntToWord (_integerToInt i)) instance Integral Word8 where quot = bin8 primWordQuot rem = bin8 primWordRem toInteger = _wordToInteger . unW8 instance Bounded Word8 where minBound = W8 0 maxBound = W8 0xff instance Real Word8 where toRational = _integerToRational . _wordToInteger . unW8 instance Show Word8 where showsPrec = showIntegral instance Read Word8 where readsPrec = readIntegral instance Enum Word8 where succ x = x + 1 pred x = x - 1 toEnum = w8 . primIntToWord fromEnum = primWordToInt . unW8 enumFrom n = n : enumFrom (n+1) enumFromThen n m = from n where d = m - n from i = i : from (i+d) enumFromTo l h = takeWhile (<= h) (enumFrom l) enumFromThenTo l m h = if m > l then takeWhile (<= h) (enumFromThen l m) else takeWhile (>= h) (enumFromThen l m) instance Eq Word8 where (==) = cmp8 primWordEQ (/=) = cmp8 primWordNE instance Ord Word8 where (<) = cmp8 primWordLT (<=) = cmp8 primWordLE (>) = cmp8 primWordGT (>=) = cmp8 primWordGE instance Bits Word8 where (.&.) = bin8 primWordAnd (.|.) = bin8 primWordOr xor = bin8 primWordXor complement = una8 primWordInv shiftL = bini8 primWordShl shiftR = bini8 primWordShr bitSizeMaybe _ = Just 8 bitSize _ = 8 bit n = w8 (primWordShl 1 n) zeroBits = 0 -------------------------------------------------------------------------------- ---- Word16 newtype Word16 = W16 Word unW16 :: Word16 -> Word unW16 (W16 x) = x w16 :: Word -> Word16 w16 w = W16 (w .&. 0xffff) bin16 :: (Word -> Word -> Word) -> (Word16 -> Word16 -> Word16) bin16 op (W16 x) (W16 y) = w16 (x `op` y) bini16 :: (Word -> Int -> Word) -> (Word16 -> Int -> Word16) bini16 op (W16 x) y = w16 (x `op` y) cmp16 :: (Word -> Word -> Bool) -> (Word16 -> Word16 -> Bool) cmp16 op (W16 x) (W16 y) = x `op` y una16 :: (Word -> Word) -> (Word16 -> Word16) una16 op (W16 x) = w16 (op x) instance Num Word16 where (+) = bin16 primWordAdd (-) = bin16 primWordSub (*) = bin16 primWordMul abs x = x signum x = if x == 0 then 0 else 1 fromInteger i = w16 (primIntToWord (_integerToInt i)) instance Integral Word16 where quot = bin16 primWordQuot rem = bin16 primWordRem toInteger = _wordToInteger . unW16 instance Bounded Word16 where minBound = W16 0 maxBound = W16 0xffff instance Real Word16 where toRational = _integerToRational . _wordToInteger . unW16 instance Show Word16 where showsPrec = showIntegral instance Read Word16 where readsPrec = readIntegral instance Enum Word16 where succ x = x + 1 pred x = x - 1 toEnum = w16 . primIntToWord fromEnum = primWordToInt . unW16 enumFrom n = n : enumFrom (n+1) enumFromThen n m = from n where d = m - n from i = i : from (i+d) enumFromTo l h = takeWhile (<= h) (enumFrom l) enumFromThenTo l m h = if m > l then takeWhile (<= h) (enumFromThen l m) else takeWhile (>= h) (enumFromThen l m) instance Eq Word16 where (==) = cmp16 primWordEQ (/=) = cmp16 primWordNE instance Ord Word16 where (<) = cmp16 primWordLT (<=) = cmp16 primWordLE (>) = cmp16 primWordGT (>=) = cmp16 primWordGE instance Bits Word16 where (.&.) = bin16 primWordAnd (.|.) = bin16 primWordOr xor = bin16 primWordXor complement = una16 primWordInv shiftL = bini16 primWordShl shiftR = bini16 primWordShr bitSizeMaybe _ = Just 16 bitSize _ = 16 bit n = w16 (primWordShl 1 n) zeroBits = 0 -------------------------------------------------------------------------------- ---- Word32 newtype Word32 = W32 Word unW32 :: Word32 -> Word unW32 (W32 x) = x w32 :: Word -> Word32 w32 w = if _wordSize == 32 then W32 w else W32 (w .&. 0xffffffff) bin32 :: (Word -> Word -> Word) -> (Word32 -> Word32 -> Word32) bin32 op (W32 x) (W32 y) = w32 (x `op` y) bini32 :: (Word -> Int -> Word) -> (Word32 -> Int -> Word32) bini32 op (W32 x) y = w32 (x `op` y) cmp32 :: (Word -> Word -> Bool) -> (Word32 -> Word32 -> Bool) cmp32 op (W32 x) (W32 y) = x `op` y una32 :: (Word -> Word) -> (Word32 -> Word32) una32 op (W32 x) = w32 (op x) instance Num Word32 where (+) = bin32 primWordAdd (-) = bin32 primWordSub (*) = bin32 primWordMul abs x = x signum x = if x == 0 then 0 else 1 fromInteger i = w32 (primIntToWord (_integerToInt i)) instance Integral Word32 where quot = bin32 primWordQuot rem = bin32 primWordRem toInteger = _wordToInteger . unW32 instance Bounded Word32 where minBound = W32 0 maxBound = W32 0xffffffff instance Real Word32 where toRational = _integerToRational . _wordToInteger . unW32 instance Show Word32 where showsPrec = showIntegral instance Read Word32 where readsPrec = readIntegral instance Enum Word32 where succ x = x + 1 pred x = x - 1 toEnum = w32 . primIntToWord fromEnum = primWordToInt . unW32 enumFrom n = n : enumFrom (n+1) enumFromThen n m = from n where d = m - n from i = i : from (i+d) enumFromTo l h = takeWhile (<= h) (enumFrom l) enumFromThenTo l m h = if m > l then takeWhile (<= h) (enumFromThen l m) else takeWhile (>= h) (enumFromThen l m) instance Eq Word32 where (==) = cmp32 primWordEQ (/=) = cmp32 primWordNE instance Ord Word32 where (<) = cmp32 primWordLT (<=) = cmp32 primWordLE (>) = cmp32 primWordGT (>=) = cmp32 primWordGE instance Bits Word32 where (.&.) = bin32 primWordAnd (.|.) = bin32 primWordOr xor = bin32 primWordXor complement = una32 primWordInv shiftL = bini32 primWordShl shiftR = bini32 primWordShr bitSizeMaybe _ = Just 32 bitSize _ = 32 bit n = w32 (primWordShl 1 n) zeroBits = 0 -------------------------------------------------------------------------------- ---- Word64 newtype Word64 = W64 Word unW64 :: Word64 -> Word unW64 (W64 x) = x w64 :: Word -> Word64 w64 w = if _wordSize == 64 then W64 w else error "No Word64" bin64 :: (Word -> Word -> Word) -> (Word64 -> Word64 -> Word64) bin64 op (W64 x) (W64 y) = w64 (x `op` y) bini64 :: (Word -> Int -> Word) -> (Word64 -> Int -> Word64) bini64 op (W64 x) y = w64 (x `op` y) cmp64 :: (Word -> Word -> Bool) -> (Word64 -> Word64 -> Bool) cmp64 op (W64 x) (W64 y) = x `op` y una64 :: (Word -> Word) -> (Word64 -> Word64) una64 op (W64 x) = w64 (op x) instance Num Word64 where (+) = bin64 primWordAdd (-) = bin64 primWordSub (*) = bin64 primWordMul abs x = x signum x = if x == 0 then 0 else 1 fromInteger i = w64 (primIntToWord (_integerToInt i)) instance Integral Word64 where quot = bin64 primWordQuot rem = bin64 primWordRem toInteger = _wordToInteger . unW64 instance Bounded Word64 where minBound = W64 0 maxBound = W64 0xffffffffffffffff instance Real Word64 where toRational = _integerToRational . _wordToInteger . unW64 instance Show Word64 where showsPrec = showIntegral instance Read Word64 where readsPrec = readIntegral instance Enum Word64 where succ x = x + 1 pred x = x - 1 toEnum = w64 . primIntToWord fromEnum = primWordToInt . unW64 enumFrom n = n : enumFrom (n+1) enumFromThen n m = from n where d = m - n from i = i : from (i+d) enumFromTo l h = takeWhile (<= h) (enumFrom l) enumFromThenTo l m h = if m > l then takeWhile (<= h) (enumFromThen l m) else takeWhile (>= h) (enumFromThen l m) instance Eq Word64 where (==) = cmp64 primWordEQ (/=) = cmp64 primWordNE instance Ord Word64 where (<) = cmp64 primWordLT (<=) = cmp64 primWordLE (>) = cmp64 primWordGT (>=) = cmp64 primWordGE instance Bits Word64 where (.&.) = bin64 primWordAnd (.|.) = bin64 primWordOr xor = bin64 primWordXor complement = una64 primWordInv shiftL = bini64 primWordShl shiftR = bini64 primWordShr bitSizeMaybe _ = Just 64 bitSize _ = 64 bit n = w64 (primWordShl 1 n) zeroBits = 0