{-# LANGUAGE BangPatterns #-} {-# LANGUAGE UndecidableInstances ,DeriveGeneric #-} {-# LANGUAGE FlexibleContexts ,FlexibleInstances ,LambdaCase ,StandaloneDeriving #-} module Test.Data.Flat(module Test.Data) where import Data.Flat import Data.Flat.Encoder import Data.Flat.Decoder import Test.Data import Test.Data2.Flat() import Data.Word --import Data.Flat.Poke import Data.Foldable import Data.Int import GHC.Generics {- Compilation times: encoderS specials cases | | 7.10.3 | NO | 0:44 | | 7.10.3 | YES | 0:39 | | 8.0.1 | NO | 1:30 | | 8.0.1 | YES | 1:30 | | 8.0.2 | NO | 4:18 | | 8.0.2 | YES | 4:18 | -} -- GHC 8.0.2 chokes on this -- instance Flat A0 -- instance Flat B0 -- instance Flat C0 -- instance Flat D0 -- instance Flat E0 deriving instance Generic (a,b,c,d,e,f,g,h) deriving instance Generic (a,b,c,d,e,f,g,h,i) instance {-# OVERLAPPABLE #-} (Flat a, Flat b, Flat c, Flat d, Flat e, Flat f, Flat g,Flat h) => Flat (a,b,c,d,e,f,g,h) instance {-# OVERLAPPABLE #-} (Flat a, Flat b, Flat c, Flat d, Flat e, Flat f, Flat g,Flat h,Flat i) => Flat (a,b,c,d,e,f,g,h,i) instance Flat N instance Flat Unit instance Flat a => Flat (List a) instance Flat Direction instance Flat Words instance Flat Ints instance Flat Void instance Flat N3 instance Flat Un instance Flat a => Flat (ListS a) instance Flat A instance Flat B instance Flat D2 instance Flat D4 instance Flat a => Flat (Phantom a) -- Slow to compile instance Flat Various -- Custom instances -- instance {-# OVERLAPPING #-} Flat (Tree (N,N,N)) --where -- size (Node t1 t2) = 1 + size t1 + size t2 -- size (Leaf a) = 1 + size a -- -57% -- instance {-# OVERLAPPING #-} Flat [N] -- where size = foldl' (\s n -> s + 1 + size n) 1 -- instance {-# OVERLAPPING #-} Flat (N,N,N) -- where -- {-# INLINE size #-} -- size (n1,n2,n3) = size n1 + size n2 + size n3 -- -50% -- instance {-# OVERLAPPING #-} Flat (N,N,N) where -- {-# INLINE encode #-} -- encode (n1,n2,n3) = wprim $ (Step 9) (encodeN n1 >=> encodeN n2 >=> encodeN n3) -- {-# INLINE encodeN #-} -- encodeN = \case -- One -> eBitsF 2 0 -- Two -> eBitsF 2 1 -- Three -> eBitsF 2 2 -- Four -> eBitsF 3 6 -- Five -> eBitsF 3 7 -- instance (Flat a, Flat b, Flat c) => Flat (RR a b c) -- instance Flat a => Flat (Perfect a) -- instance Flat a => Flat (Fork a) -- instance Flat a => Flat (Nest a) --instance Flat a => Flat (Stream a) where decode = Stream <$> decode <*> decode -- instance Flat Expr --instance (Flat a,Flat (f a),Flat (f (f a))) => Flat (PerfectF f a) -- instance Flat a => Flat (Stream a) {- | | One Two | Three | Four Five -} -- instance {-# OVERLAPPABLE #-} Flat a => Flat (Tree a) where -- encode (Node t1 t2) = eFalse <> encode t1 <> encode t2 -- encode (Leaf a) = eTrue <> encode a -- instance {-# OVERLAPPING #-} Flat (Tree N) where -- encode (Node t1 t2) = eFalse <> encode t1 <> encode t2 -- encode (Leaf a) = eTrue <> encode a -- -- -34% (why?) -- instance Flat N where -- {-# INLINE encode #-} -- encode = \case -- One -> eBits 2 0 -- Two -> eBits 2 1 -- Three -> eBits 2 2 -- Four -> eBits 3 6 -- Five -> eBits 3 7 -- instance {-# OVERLAPPING #-} Flat (Tree N) -- where -- {-# INLINE decode #-} -- decode = do -- tag <- dBool -- if tag -- then Leaf <$> decode -- else Node <$> decode <*> decode -- instance Flat N -- where -- {-# INLINE decode #-} -- decode = do -- tag <- dBool -- if tag -- then do -- tag <- dBool -- if tag -- then do -- tag <- dBool -- if tag -- then return Five -- else return Four -- else return Three -- else do -- tag <- dBool -- if tag -- then return Two -- else return One -- {-# INLINE size #-} -- size n s = s + case n of -- One -> 2 -- Two -> 2 -- Three -> 2 -- Four -> 3 -- Five -> 3 -- instance Flat N where -- instance {-# OVERLAPPING #-} Flat (Tree N) -- where -- -- {-# INLINE encode #-} -- encode (Node t1 t2) = Writer $ \s -> do -- !s1 <- runWriter eFalse s -- !s2 <- runWriter (encode t1) s1 -- s3 <- runWriter (encode t2) s2 -- return s3 -- encode (Leaf a) = Writer $ \s -> do -- s1 <- runWriter eTrue s -- runWriter (encode a) s1 -- size (Node t1 t2) = 1 + size t1 + size t2 -- size (Leaf a) = 1 + size a --instance Flat N