úÎÛ9   None ;<=>?BQVÛ 'A map of \( F \)-algebras (pseudoprism)?Helper function to force recursion. This can be used alongside  to simplify writing a  MutumorphismEntangle two hylomorphisms.,A dendromorphism entangles two catamorphisms\Catamorphism collapsing along two data types simultaneously. Basically a fancy zygomorphism.=A micromorphism is an Elgot algebra specialized to unfolding.A monadic catamorphism A monadic anamorphism A monadic hylomorphism;A pseudoprism parametric in an \( F \)-algebra that allows b to inspect itself.6A lens parametric in an \( F \)-coalgebra that allows b to inspect itself.A g-algebraA g -coalgebraAn f-algebraAn f -coalgebra6A lens parametric in an \( F \)-coalgebra that allows b to inspect itself.A (Base t) -coalgebraA  (Base t') -coalgebra:A pseudoprism parametric in an \(F \)-algebra that allows b to inspect itself.A (Base t)-algebraA  (Base t')-algebra        4recursion-schemes-ext-1.0.0.4-FDtSgqzantdLZzwYnYWBEiData.Functor.Foldable.ExoticTransfinishmutuscoliochemadendrodicatamicrocataManaMhyloM