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-- test Lifting instances
{-# LANGUAGE TemplateHaskell #-}
module TH_Lift where
import Language.Haskell.TH.Syntax
import Data.Ratio
import Data.Word
import Data.Int
import Numeric.Natural
import Data.List.NonEmpty
a :: Integer
a = $( (\x -> [| x |]) (5 :: Integer) )
b :: Int
b = $( (\x -> [| x |]) (5 :: Int) )
b1 :: Int8
b1 = $( (\x -> [| x |]) (5 :: Int8) )
b2 :: Int16
b2 = $( (\x -> [| x |]) (5 :: Int16) )
b3 :: Int32
b3 = $( (\x -> [| x |]) (5 :: Int32) )
b4 :: Int64
b4 = $( (\x -> [| x |]) (5 :: Int64) )
c :: Word
c = $( (\x -> [| x |]) (5 :: Word) )
d :: Word8
d = $( (\x -> [| x |]) (5 :: Word8) )
e :: Word16
e = $( (\x -> [| x |]) (5 :: Word16) )
f :: Word32
f = $( (\x -> [| x |]) (5 :: Word32) )
g :: Word64
g = $( (\x -> [| x |]) (5 :: Word64) )
g1 :: Natural
g1 = $( (\x -> [| x |]) (5 :: Natural) )
h :: Rational
h = $( (\x -> [| x |]) (5 % 3 :: Rational) )
h1 :: Float
h1 = $( (\x -> [| x |]) (pi :: Float) )
h2 :: Double
h2 = $( (\x -> [| x |]) (pi :: Double) )
i :: Char
i = $( (\x -> [| x |]) 'x' )
j :: Bool
j = $( (\x -> [| x |]) True )
k :: Maybe Char
k = $( (\x -> [| x |]) (Just 'x') )
l :: Either Char Bool
l = $( (\x -> [| x |]) (Right False :: Either Char Bool) )
m :: [Char]
m = $( (\x -> [| x |]) "hi!")
n :: ()
n = $( (\x -> [| x |]) () )
o :: (Bool, Char, Int)
o = $( (\x -> [| x |]) (True, 'x', 4 :: Int) )
p :: NonEmpty Char
p = $( (\x -> [| x |]) ('a' :| "bcde") )
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