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- lawCompositionTraversable ::
- (Applicative f, Applicative t, Traversable t, Eq (f (t (t c)))) =>
- (b -> t c)
- -> (a -> f b)
- -> t a -> Bool
- lawCompositionTraversable f g =
- \x -> traverse (fmap f . g) x == (fmap (traverse f) . traverse g) x
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