úÎ!€XW      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVNone ,-=>?@ADHMUV_WXYZ[\]^_`abcdefghijklmnoNone ,-=>?@ADHMUV_Ocategorym where every morphism is isoLaws: n = f o  f n =  f o f None ,-=>?@ADHMUV_ýNone ,-=>?@ADHMUV_³  None ,-=>?@ADHMUV_ <categoryNotes: ! '()' is the indiscrete category.None,-=>?@ADHMSUVX_ ÙcategoryLaws:  n = n  (f o g) =  f o  g 4None ,-=>?@ADHMUV_ Ê4545None ,-=>?@ADHMUV_ x=>?@CBADEFGJHIKLMNGJHIKLDEF@CBAMN=>?K1L1M1N1p       !"#$%&'()*+,-./01234567899:;<=>?@AABCDEFGGHIJKLMNOPQRSTUVWXYZ[YZ\YZ]YZ^YZ_YZ`YZaYZbYcdYceYcfghiYcjYckYclYcmYcnYcoYcpYcqYrsYrtYruYrvYrwx'category-0.2.1.0-5tAwGlsq44eAkuTJfT9mrHControl.Category.GroupoidData.Morphism.EndoControl.Category.DualControl.Category.Const2Control.Categorical.FunctorData.Morphism.IsoControl.Categorical.MonadPreludeGroupoidinvertEndoendo $fGroupEndo $fMonoidEndo$fSemigroupEndoDualdual$fGroupoidkDual$fCategorykDual$fSemigroupDual $fMonoidDual $fGroupDualConst2$fGroupoidkConst2$fCategorykConst2$fSemigroupConst2$fMonoidConst2 $fGroupConst2NTnt Endofunctor EndoFunctorFunctormap<$>$fFunctorαTYPEs->s$fFunctorTYPETYPE->->Either$fFunctorTYPETYPE->->(,)$fFunctorαTYPEs->Proxy$fFunctorTYPETYPE->->Identity$fFunctorαTYPEs->Const$fFunctorkTYPEs->Product$fFunctorkTYPEs->Sum$fFunctorTYPETYPE->->f$fFunctork->DualNTs$fFunctorTYPE->->NTEither$fFunctorTYPE->->NT(,)$fFunctorTYPE->->NTConst$fFunctor->->NTNTProduct$fFunctor->->NTNTProduct0$fFunctor->->NTNTSum$fFunctor->->NTNTSum0$fFunctor->->NTNTCompose$fFunctor->->NTNTCompose0$fGroupoid->NT$fCategory->NTIso$fFunctorαβIsoDualf$fFunctorαβIsotf$fGroupoidkIso$fCategorykIso $fGroupIso $fMonoidIso$fSemigroupIso Cokleisli cokleisliComonadcounitcutcobindKleislikleisliMonadunitjoinbind<=<>=>=<==>=$fMonadTYPE->m$fCategorykKleisli$fComonadTYPE->Arg$fComonadTYPE->(,)$fComonadTYPE->->$fComonadTYPE->NonEmpty$fComonadTYPE->Identity$fCategorykCokleislibaseGHC.Base Semigroup<>stimessconcatMonoidmemptymappendmconcat Data.EitherEitherLeftRight"alg-0.2.9.0-6ZMIhvncBUjD3kHpegzWYHAlgebraGroup fromRightfromLeftisRightisLeftpartitionEithersrightsleftseitherControl.Category>>><<<Categoryid.