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fmap allows you to use a function in a computational context it doesn't know anything about
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{-# LANGUAGE ScopedTypeVariables #-} | |
module InputNumber where | |
import Text.Read | |
-- let's make fmap look more like a wire | |
(<~) :: Functor f => (a -> b) -> f a -> f b | |
(<~) = fmap | |
-- this one allows us to feed values from left to right | |
(~>) :: Functor f => f a -> (a -> b) -> f b | |
(~>) = flip (<~) | |
readInt :: String -> Maybe Int | |
readInt = readMaybe | |
-- retry models an IO operation with parsing and retries | |
-- | |
-- given a parse function that can fail (a -> Maybe b) and | |
-- an IO operation `src` that produces values of type `a`, | |
-- retry reading from `src` and parsing until it succeeds | |
retry :: forall a b. (a -> Maybe b) -> IO a -> IO b | |
retry parse src = -- progression of types | |
-- for clarity | |
(((( src :: IO a) | |
-- here we are using the left-to-right | | |
-- wire to feed `a`s that are inside | via fmap | |
-- of IO into a function that doesn't | | |
-- know anything about IO V | |
~> parse) :: IO (Maybe b)) | |
>>= maybe (retry parse src) return) :: IO b | |
main = do | |
print =<< retry readInt getLine |
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