ref: 8ac1a80eb76e4dd9b52f2524e359671fa3d96d2c
dir: /lib/Data/Word.hs/
-- Copyright 2023 Lennart Augustsson
-- See LICENSE file for full license.
module Data.Word(module Data.Word) where
import Primitives
import Data.Bool_Type
import qualified Data.Char as C
import qualified Data.Int as I
import Data.List
import Text.String
--type Word = Primitives.Word
--Yinfixl 6 +,-
--Yinfixl 7 *
-- Arithmetic
(+) :: {-Data.Word.-}Word -> {-Data.Word.-}Word -> {-Data.Word.-}Word
(+) = primWordAdd
(-) :: {-Data.Word.-}Word -> {-Data.Word.-}Word -> {-Data.Word.-}Word
(-) = primWordSub
(*) :: {-Data.Word.-}Word -> {-Data.Word.-}Word -> {-Data.Word.-}Word
(*) = primWordMul
quot :: {-Data.Word.-}Word -> {-Data.Word.-}Word -> {-Data.Word.-}Word
quot = primWordQuot
rem :: {-Data.Word.-}Word -> {-Data.Word.-}Word -> {-Data.Word.-}Word
rem = primWordRem
--------------------------------
--Yinfix 4 ==,/=,<,<=,>,>=
-- Comparison
(==) :: {-Data.Word.-}Word -> {-Data.Word.-}Word -> Bool
(==) = primWordEQ
(/=) :: {-Data.Word.-}Word -> {-Data.Word.-}Word -> Bool
(/=) = primWordNE
(<) :: {-Data.Word.-}Word -> {-Data.Word.-}Word -> Bool
(<) = primWordLT
(<=) :: {-Data.Word.-}Word -> {-Data.Word.-}Word -> Bool
(<=) = primWordLE
(>) :: {-Data.Word.-}Word -> {-Data.Word.-}Word -> Bool
(>) = primWordGT
(>=) :: {-Data.Word.-}Word -> {-Data.Word.-}Word -> Bool
(>=) = primWordGE
eqWord :: {-Data.Word.-}Word -> {-Data.Word.-}Word -> Bool
eqWord = (==)
intToWord :: Int -> Word
intToWord = primUnsafeCoerce
wordToInt :: Word -> Int
wordToInt = primUnsafeCoerce
--------------------------------
showWord :: Word -> C.String
showWord n =
let
c = C.chr ((I.+) (C.ord '0') (wordToInt (rem n (intToWord 10))))
in case n < intToWord 10 of
False -> showWord (quot n (intToWord 10)) ++ [c]
True -> [c]