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megaparsec Text.Megaparsec.Error End of input
newtype
EndoM (m :: Type -> Type) afoldl Control.Foldl instance Monad m => Monoid (EndoM m a) where mempty = EndoM return mappend (EndoM f) (EndoM g) = EndoM (f <=< g)
EndoM :: (a -> m a) -> EndoM (m :: Type -> Type) afoldl Control.Foldl No documentation available.
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hasql Hasql.TestingKit.TestingDsl Appears on the attempt to parse more columns than there are in the result.
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midi Sound.MIDI.File.Event.Meta No documentation available.
EndOfBlock :: ReferenceLocationpandoc Text.Pandoc.Options End of block
EndOfDocument :: ReferenceLocationpandoc Text.Pandoc.Options at end of document
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module Data.Monoid.
Endomorphism The monoid of endomorphisms over any Category.
newtype
Endomorphism (k :: Type -> Type -> Type) amonoid-extras Data.Monoid.Endomorphism An Endomorphism in a given Category is a morphism from some object to itself. The set of endomorphisms for a particular object form a monoid, with composition as the combining operation and the identity morphism as the identity element.