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1. sinnum1pRep :: (Functor m, Additive r) => Natural -> m r -> m r

   algebra	Numeric.Algebra

   sinnum1p default definition

2. sinnumIdempotent :: (Integral n, Idempotent r, Monoidal r) => n -> r -> r

   algebra	Numeric.Algebra

   No documentation available.

3. sinnumRep :: (Functor m, Monoidal r) => Natural -> m r -> m r

   algebra	Numeric.Algebra

   sinnum default definition

4. sinnum :: Monoidal m => Natural -> m -> m

   algebra	Numeric.Algebra.Class

   No documentation available.

5. sinnumIdempotent :: (Integral n, Idempotent r, Monoidal r) => n -> r -> r

   algebra	Numeric.Algebra.Class

   No documentation available.

6. sinnum1pRep :: (Functor m, Additive r) => Natural -> m r -> m r

   algebra	Numeric.Module.Representable

   sinnum1p default definition

7. sinnumRep :: (Functor m, Monoidal r) => Natural -> m r -> m r

   algebra	Numeric.Module.Representable

   sinnum default definition

8. c'zip_get_num_entries :: Ptr C'zip -> C'zip_flags_t -> IO CLLong

   bindings-libzip	Bindings.LibZip

   No documentation available.

9. c'zip_get_num_files :: Ptr C'zip -> IO CInt

   bindings-libzip	Bindings.LibZip

   No documentation available.

10. p'zip_get_num_entries :: FunPtr (Ptr C'zip -> C'zip_flags_t -> IO CLLong)

    bindings-libzip	Bindings.LibZip

    No documentation available.

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