----------------------------------------------------------------------------- -- | -- Module : Data.SBV.BitVectors.PrettyNum -- Copyright : (c) Levent Erkok -- License : BSD3 -- Maintainer : erkokl@gmail.com -- Stability : experimental -- Portability : portable -- -- Number representations in hex/bin ----------------------------------------------------------------------------- {-# LANGUAGE ScopedTypeVariables #-} {-# LANGUAGE TypeSynonymInstances #-} {-# LANGUAGE PatternGuards #-} module Data.SBV.BitVectors.PrettyNum (PrettyNum(..), readBin) where import Data.Char (ord) import Data.Int (Int8, Int16, Int32, Int64) import Data.List (isPrefixOf) import Data.Maybe (fromJust) import Data.Word (Word8, Word16, Word32, Word64) import Numeric (showIntAtBase, showHex, readInt) import Data.SBV.BitVectors.Bit import Data.SBV.BitVectors.Data import Data.SBV.BitVectors.Model () -- instances only -- | PrettyNum class captures printing of numbers in hex and binary formats; also supporting negative numbers. -- -- Minimal complete definition: 'hexS' and 'binS' class PrettyNum a where -- | Show a number in hexadecimal (starting with @0x@) hexS :: a -> String -- | Show a number in binary (starting with @0b@) binS :: a -> String -- | IO version of 'hexS' hex :: a -> IO () hex = putStrLn . hexS -- | IO version of 'binS' bin :: a -> IO () bin = putStrLn . binS -- Why not default methods? Because defaults need "Integral a" and Bool/Bit are not.. instance PrettyNum Bool where {hexS = show; binS = show} instance PrettyNum Bit where {hexS = show; binS = show} instance PrettyNum Word8 where {hexS = shex; binS = sbin} instance PrettyNum Int8 where {hexS = shex; binS = sbin} instance PrettyNum Word16 where {hexS = shex; binS = sbin} instance PrettyNum Int16 where {hexS = shex; binS = sbin} instance PrettyNum Word32 where {hexS = shex; binS = sbin} instance PrettyNum Int32 where {hexS = shex; binS = sbin} instance PrettyNum Word64 where {hexS = shex; binS = sbin} instance PrettyNum Int64 where {hexS = shex; binS = sbin} instance PrettyNum CW where hexS (W1 i) = hexS $ bit2Bool i hexS (W8 i) = hexS i hexS (W16 i) = hexS i hexS (W32 i) = hexS i hexS (W64 i) = hexS i hexS (I8 i) = hexS i hexS (I16 i) = hexS i hexS (I32 i) = hexS i hexS (I64 i) = hexS i binS (W1 i) = binS $ bit2Bool i binS (W8 i) = binS i binS (W16 i) = binS i binS (W32 i) = binS i binS (W64 i) = binS i binS (I8 i) = binS i binS (I16 i) = binS i binS (I32 i) = binS i binS (I64 i) = binS i instance (SymWord a, PrettyNum a) => PrettyNum (SBV a) where hexS s = maybe (show s) (hexS :: a -> String) $ unliteral s binS s = maybe (show s) (binS :: a -> String) $ unliteral s shex :: (HasSignAndSize a, Integral a) => a -> String shex a | a < 0 = "-0x" ++ pad l (s16 (abs ((fromIntegral a) :: Integer))) ++ t | True = "0x" ++ pad l (s16 a) ++ t where t = " :: " ++ (if hasSign a then "Int" else "Word") ++ show (l*4) l = sizeOf a `div` 4 sbin :: (HasSignAndSize a, Integral a) => a -> String sbin a | a < 0 = "-0b" ++ pad l (s2 (abs ((fromIntegral a) :: Integer))) ++ t | True = "0b" ++ pad l (s2 a) ++ t where t = " :: " ++ (if hasSign a then "Int" else "Word") ++ show l l = sizeOf a pad :: Int -> String -> String pad l s = replicate (l - length s) '0' ++ s s2, s16 :: Integral a => a -> String s2 v = showIntAtBase 2 dig v "" where dig = fromJust . flip lookup [(0, '0'), (1, '1')] s16 v = showHex v "" -- | A more convenient interface for reading binary numbers, also supports negative numbers readBin :: Num a => String -> a readBin ('-':s) = -(readBin s) readBin s = case readInt 2 isDigit cvt s' of [(a, "")] -> a _ -> error $ "SBV.readBin: Cannot read a binary number from: " ++ show s where cvt c = ord c - ord '0' isDigit = (`elem` "01") s' | "0b" `isPrefixOf` s = drop 2 s | True = s