module Numeric( showSigned, showIntAtBase, showInt, showBin, showHex, showOct, showIntegral, readSigned, readInt, readBin, readDec, readOct, readHex, readIntegral, ) where import Prelude() -- do not import Prelude import Primitives import Control.Error import Data.Bool import Data.Char import Data.Eq import Data.Function import Data.Integral import Data.List import Data.Num import Data.Ord import Text.Read.Numeric import Text.Show(ShowS, showChar) showSigned :: forall a . (Ord a, Integral a) => (a -> ShowS) -> Int -> a -> ShowS showSigned showPos p n r | n < 0 = if p > (6::Int) then '(' : '-' : showPos (-n) (')' : r) else '-' : showPos (-n) r | otherwise = showPos n r -- | Shows a /non-negative/ 'Integral' number using the base specified by the -- first argument, and the character representation specified by the second. -- If the argument, n, is <0 and -n == n (i.e., n == minBound) it will -- return the string for (abs n). showIntAtBase :: forall a . (Ord a, Integral a) => a -> (Int -> Char) -> a -> ShowS showIntAtBase base toChr an | base <= 1 = error "Numeric.showIntAtBase: unsupported base" | an < 0 = if -an < 0 then -- We are at minBound showPos (- quot an base) . showPos (- rem an base) else error "Numeric.showIntAtBase: negative argument" | otherwise = showPos an where showPos n r = let c = toChr (fromIntegral (rem n base)) in c `seq` if n < base then c : r else showPos (quot n base) (c : r) showInt :: forall a . (Ord a, Integral a) => a -> ShowS showInt = showIntAtBase 10 intToDigit showHex :: forall a . (Ord a, Integral a) => a -> ShowS showHex = showIntAtBase 16 intToDigit showOct :: forall a . (Ord a, Integral a) => a -> ShowS showOct = showIntAtBase 8 intToDigit showBin :: forall a . (Ord a, Integral a) => a -> ShowS showBin = showIntAtBase 2 intToDigit showIntegral :: forall a . (Ord a, Integral a) => Int -> a -> ShowS showIntegral = showSigned showInt