add haskell-http-client-generator (#6429)

samples/client/petstore/haskell-http-client/tests/ApproxEq.hs

@@ -0,0 +1,81 @@
+{-# LANGUAGE DefaultSignatures #-}
+{-# LANGUAGE FlexibleContexts #-}
+{-# LANGUAGE OverloadedStrings #-}
+{-# LANGUAGE TypeOperators #-}
+{-# OPTIONS_GHC -fno-warn-orphans #-}
+
+module ApproxEq where
+
+import Data.Text (Text)
+import Data.Time.Clock
+import Test.QuickCheck
+import GHC.Generics as G
+
+(==~)
+  :: (ApproxEq a, Show a)
+  => a -> a -> Property
+a ==~ b = counterexample (show a ++ " !=~ " ++ show b) (a =~ b)
+
+class GApproxEq f  where
+  gApproxEq :: f a -> f a -> Bool
+
+instance GApproxEq U1 where
+  gApproxEq U1 U1 = True
+
+instance (GApproxEq a, GApproxEq b) =>
+         GApproxEq (a :+: b) where
+  gApproxEq (L1 a) (L1 b) = gApproxEq a b
+  gApproxEq (R1 a) (R1 b) = gApproxEq a b
+  gApproxEq _ _ = False
+
+instance (GApproxEq a, GApproxEq b) =>
+         GApproxEq (a :*: b) where
+  gApproxEq (a1 :*: b1) (a2 :*: b2) = gApproxEq a1 a2 && gApproxEq b1 b2
+
+instance (ApproxEq a) =>
+         GApproxEq (K1 i a) where
+  gApproxEq (K1 a) (K1 b) = a =~ b
+
+instance (GApproxEq f) =>
+         GApproxEq (M1 i t f) where
+  gApproxEq (M1 a) (M1 b) = gApproxEq a b
+
+class ApproxEq a  where
+  (=~) :: a -> a -> Bool
+  default (=~) :: (Generic a, GApproxEq (Rep a)) => a -> a -> Bool
+  a =~ b = gApproxEq (G.from a) (G.from b)
+
+instance ApproxEq Text where
+  (=~) = (==)
+
+instance ApproxEq Char where
+  (=~) = (==)
+
+instance ApproxEq Bool where
+  (=~) = (==)
+
+instance ApproxEq Int where
+  (=~) = (==)
+
+instance ApproxEq Double where
+  (=~) = (==)
+
+instance ApproxEq a =>
+         ApproxEq (Maybe a)
+
+instance ApproxEq UTCTime where
+  (=~) = (==)
+
+instance ApproxEq a =>
+         ApproxEq [a] where
+  as =~ bs = and (zipWith (=~) as bs)
+
+instance (ApproxEq l, ApproxEq r) =>
+         ApproxEq (Either l r) where
+  Left a =~ Left b = a =~ b
+  Right a =~ Right b = a =~ b
+  _ =~ _ = False
+
+instance (ApproxEq l, ApproxEq r) =>
+         ApproxEq (l, r) where
+  (=~) (l1, r1) (l2, r2) = l1 =~ l2 && r1 =~ r2