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{-# LANGUAGE | |
ExistentialQuantification, | |
RankNTypes, | |
KindSignatures, | |
TypeApplications, | |
TypeInType, | |
ScopedTypeVariables, | |
TypeFamilyDependencies, | |
AllowAmbiguousTypes | |
#-} | |
module Main where | |
import Data.Kind | |
data N = Z | S N | |
class KnownN (n :: N) where | |
knownN :: Int | |
instance KnownN 'Z where | |
knownN = 0 | |
instance KnownN n => KnownN ('S n) where | |
knownN = knownN @n + 1 | |
type family Pow1 (n :: N) = (p :: Type) | p -> n where | |
Pow1 'Z = () | |
Pow1 ('S n) = ((), Pow1 n) | |
data Ser1 = forall (n :: N). KnownN n => Ser1 (Pow1 n) | |
p0 :: Pow1 'Z | |
p0 = () | |
ser :: Ser1 | |
ser = Ser1 p0 | |
withPow :: forall r. Int -> (forall n. KnownN n => Pow1 n -> r) -> r | |
withPow 0 f = f () | |
withPow k f = withPow (k - 1) (\p -> f ((), p)) | |
intToSer1 :: Int -> Ser1 | |
intToSer1 i = withPow i Ser1 | |
powLevels :: forall n. KnownN n => Pow1 n -> Int | |
powLevels _ = knownN @n | |
ser1ToInt :: Ser1 -> Int | |
ser1ToInt (Ser1 p) = powLevels p | |
main :: IO () | |
main = do | |
putStrLn $ show $ withPow 5 powLevels |
Yup, it works. I've updated it so you can compile and run it with GHC.
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Have you tried passing powLevels to withPow?