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(applicative-composition {:keys [ctx gen appf appg eq] :or {eq =}})
(applicative-homomorphism {:keys [ctx gen f eq] :or {eq =}})
(applicative-identity-law {:keys [ctx gen eq] :or {eq =}})
(applicative-interchange {:keys [ctx gen appf eq] :or {eq =}})
(bifunctor-bimap-identity {:keys [gen eq] :or {eq =}})
(bifunctor-composition {:keys [gen f g eq] :or {eq =}})
(bifunctor-first-identity {:keys [gen eq] :or {eq =}})
(bifunctor-second-identity {:keys [gen eq] :or {eq =}})
(first-functor-law {:keys [gen eq] :or {eq =}})
(first-monad-law {:keys [ctx mf gen eq] :or {gen gen/any eq =}})
(monadplus-associativity {:keys [ctx gen eq] :or {eq =}})
(monadzero-bind {:keys [ctx gen zero eq] :or {zero (m/mzero ctx) eq =}})
(monadzero-identity-element {:keys [ctx gen eq] :or {eq =}})
(monoid-identity-element {:keys [ctx gen empty eq] :or {empty (m/mempty ctx) eq =}})
(second-functor-law {:keys [gen f g eq] :or {eq =}})
(second-monad-law {:keys [ctx eq] :or {eq =}})
(semigroup-associativity {:keys [ctx gen eq] :or {eq =}})
(third-monad-law {:keys [ctx f g eq] :or {eq =}})
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