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Within LTS Haskell 24.32 (ghc-9.10.3)

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1. (=:) :: Val v => Label -> v -> Field

   bson	Data.Bson

   Field with given label and typed value

2. (<:>) :: (Merge (HistoryT m) a, Monad m) => a -> a -> m a

   morpheus-graphql-core	Data.Morpheus.Internal.Ext

   No documentation available.

3. (<:>) :: (Merge (HistoryT m) a, Monad m) => a -> a -> m a

   morpheus-graphql-core	Data.Morpheus.Internal.Utils

   No documentation available.

4. (+:) :: a -> a -> T a

   numeric-prelude	Number.Complex

   Construct a complex number from real and imaginary part.

5. (-:) :: C a => a -> a -> T a

   numeric-prelude	Number.Complex

   Construct a complex number with negated imaginary part.

6. (+::) :: a -> (a, a, a) -> T a

   numeric-prelude	Number.Quaternion

   Construct a quaternion from real and imaginary part.

7. (/:) :: C a => a -> a -> T a

   numeric-prelude	Number.ResidueClass.Check

   r /: m is the residue class containing r with respect to the modulus m

8. (/:) :: C a => a -> a -> T a

   numeric-prelude	Number.ResidueClass.Maybe

   r /: m is the residue class containing r with respect to the modulus m

9. (+:) :: a -> a -> Complex a

   numhask	NumHask

   Complex number constructor. Internally, Complex derives most instances via EuclideanPair. For instance,

   >>> sqrt (1.0 +: (-1.0)) :: Complex Double
   Complex {complexPair = (1.0986841134678098,-0.45508986056222733)}
   

   >>> sqrt ((-1.0) +: 0.0) :: Complex Double
   Complex {complexPair = (6.123233995736766e-17,1.0)}
   

10. (+:) :: a -> a -> Complex a

    numhask	NumHask.Data.Complex

    Complex number constructor. Internally, Complex derives most instances via EuclideanPair. For instance,

    >>> sqrt (1.0 +: (-1.0)) :: Complex Double
    Complex {complexPair = (1.0986841134678098,-0.45508986056222733)}
    

    >>> sqrt ((-1.0) +: 0.0) :: Complex Double
    Complex {complexPair = (6.123233995736766e-17,1.0)}
    

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