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1. module Data.DoMonoid

   Construct monoids with do notation. For more information see https://github.com/tserduke/do-list#readme.

2. type DoMonoid m = DoMonoidM m ()

   do-list	Data.DoMonoid

   The type shortcut.

3. newtype DoMonoidM m r

   do-list	Data.DoMonoid

   DoMonoidM is not a real instance of Monad, Applicative or Functor. It pretends being them with a phantom result type.

4. elimWrappedMonoid :: forall m (p :: WrappedMonoid m ~> Type) (s :: WrappedMonoid m) . Sing s -> (forall (f0 :: m) . () => Sing f0 -> Apply p ('WrapMonoid f0)) -> Apply p s

   eliminators	Data.Eliminator

   No documentation available.

5. elimWrappedMonoid :: forall m (p :: WrappedMonoid m ~> Type) (s :: WrappedMonoid m) . Sing s -> (forall (f0 :: m) . () => Sing f0 -> Apply p ('WrapMonoid f0)) -> Apply p s

   eliminators	Data.Eliminator.Semigroup

   No documentation available.

6. forMonoid :: Monoid i => Args i i

   fold-debounce-conduit	Data.Conduit.FoldDebounce

   Args for monoids. Input events are appended to the tail.

7. package generic-monoid

   Derive monoid instances for product types. Using GHC's generics, allow for deriving Monoid and Semigroup instances for your product types.

8. newtype GenericMonoid a

   generic-monoid	Data.Monoid.Generic

   A newtype which allows you to using the DerivingVia extension to reduce boilerplate.

   data X = X [Int] String
   deriving (Generic, Show)
   deriving Semigroup via GenericSemigroup X
   deriving Monoid    via GenericMonoid X
   

   Note: Do NOT attempt to derive Semigroup via GenericMonoid. That will lead to infinite recursion.

9. GenericMonoid :: a -> GenericMonoid a

   generic-monoid	Data.Monoid.Generic

   No documentation available.

10. runChooseMonoid :: forall ans (es :: [Effect]) a . (Semigroup ans, FOEs es) => (a -> Eff es ans) -> Eff (Choose ': es) a -> Eff es ans

    heftia-effects	Control.Monad.Hefty.NonDet

    Choose effect handler for monoidal answer type.

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