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deriveJSON' :: Name -> Q [Dec]telegram-bot-api Telegram.Bot.API.Internal.Utils No documentation available.
deriveGTraversable :: Name -> Q [Dec]traverse-with-class Data.Generics.Traversable.TH Example usage:
data MyType = MyType deriveGTraversable ''MyType
It tries to create the necessary instance constraints, but is not very smart about it For tricky types, it may fail or produce an overconstrained instance. In that case, write the instance declaration yourself and use gtraverseExpr to derive the implementation:data MyType a = MyType instance GTraversable (MyType a) where gtraverse = $(gtraverseExpr ''MyType)
derivePathInfo :: Name -> Q [Dec]web-routes-th Web.Routes.TH use Template Haskell to create PathInfo instances for a type.
$(derivePathInfo ''SiteURL)
Uses the standard formatter by default.derivePathInfo' :: (String -> String) -> Name -> Q [Dec]web-routes-th Web.Routes.TH use Template Haskell to create PathInfo instances for a type. This variant allows the user to supply a function that transforms the constructor name to a prettier rendering. It is important that the transformation function generates a unique output for each input. For example, simply converting the string to all lower case is not acceptable, because then FooBar and Foobar would be indistinguishable.
$(derivePathInfo' standard ''SiteURL)
see also: standardderivePersistField :: String -> Q [Dec]classy-prelude-yesod ClassyPrelude.Yesod Automatically creates a valid PersistField instance for any datatype that has valid Show and Read instances. Can be very convenient for Enum types.
derivePersistFieldJSON :: String -> Q [Dec]classy-prelude-yesod ClassyPrelude.Yesod Automatically creates a valid PersistField instance for any datatype that has valid ToJSON and FromJSON instances. For a datatype T it generates instances similar to these:
instance PersistField T where toPersistValue = PersistByteString . L.toStrict . encode fromPersistValue = (left T.pack) . eitherDecodeStrict' <=< fromPersistValue instance PersistFieldSql T where sqlType _ = SqlString
deriveCPointed :: Name -> DecsQczipwith Data.CZipWith Derives a cPointed instance for a datatype of kind (* -> *) -> *. Requires that for this datatype (we shall call its argument f :: * -> * here)
- there is exactly one constructor;
- all fields in the one constructor are either of the form f x for some x or of the form X f for some type X where there is an instance cPointed X.
data A f = A { a_str :: f String , a_bool :: f Bool } data B f = B { b_int :: f Int , b_float :: f Float , b_a :: A f } derivecPointed ''A derivecPointed ''BThis produces the following instances:instance cPointed A where cPoint f = A f f instance cPointed B where cPoint f = B f f (cPoint f f)
deriveCZipWith :: Name -> DecsQczipwith Data.CZipWith Derives a CZipWith instance for a datatype of kind (* -> *) -> *. Requires that for this datatype (we shall call its argument f :: * -> * here)
- there is exactly one constructor;
- all fields in the one constructor are either of the form f x for some x or of the form X f for some type X where there is an instance CZipWith X.
data A f = A { a_str :: f String , a_bool :: f Bool } data B f = B { b_int :: f Int , b_float :: f Float , b_a :: A f } deriveCZipWith ''An deriveCZipWith ''BThis produces the following instances:instance CZipWith A where cZipWith f (A x1 x2) (A y1 y2) = A (f x1 y1) (f x2 y2) instance CZipWith B wheren cZipWith f (B x1 x2 x3) (B y1 y2 y3) = B (f x1 y1) (f x2 y2) (cZipWith f x3 y3)
deriveCZipWithM :: Name -> DecsQczipwith Data.CZipWith Derives a CZipWithM instance for a datatype of kind (* -> *) -> *. Requires that for this datatype (we shall call its argument f :: * -> * here)
- there is exactly one constructor;
- all fields in the one constructor are either of the form f x for some x or of the form X f for some type X where there is an instance CZipWithM X.
data A f = A { a_str :: f String , a_bool :: f Bool } data B f = B { b_int :: f Int , b_float :: f Float , b_a :: A f } deriveCZipWithM ''A deriveCZipWithM ''BThis produces the following instances:instance CZipWithM A where cZipWithM f (A x1 x2) (A y1 y2) = A <$> f x1 y1 <*> f x2 y2 instance CZipWith B where cZipWithM f (B x1 x2 x3) (B y1 y2 y3) = B <$> f x1 y1 <*> f x2 y2 <*> cZipWithM f x3 y3
deriveCsvViaSci :: Name -> Q [Dec]detour-via-sci Data.Via.Scientific Similar to deriveJsonViaSci but for instances of ToField and FromField.
>>> deriveCsvViaSci ''Lat ...