-- UUAGC 0.9.52.1 (build/103/lib-ehc/UHC/Light/Compiler/Ty/Trf/Canonic) module UHC.Light.Compiler.Ty.Trf.Canonic(TyCanonicOut , TyCanonicOpts (..), emptyTyCanonicOpts , tyCanonic , tyCanonicFFI' , tyCanonicFFI , predCanonic , tyCanonic' , predCanonic') where import UHC.Light.Compiler.Base.Common import UHC.Light.Compiler.Base.TermLike import UHC.Light.Compiler.Base.HsName.Builtin import UHC.Light.Compiler.Ty import UHC.Light.Compiler.VarMp import UHC.Light.Compiler.Substitutable import UHC.Light.Compiler.Ty.FitsInCommon2 import Data.Maybe import qualified Data.Set as Set import UHC.Light.Compiler.Opts import UHC.Light.Compiler.Ty.Trf.BetaReduce import UHC.Util.Utils import UHC.Light.Compiler.Gam.Full import UHC.Util.Debug import UHC.Util.Pretty import UHC.Light.Compiler.Base.HsName.Builtin import Control.Applicative data TyQuCtxt = TyQuCtxtArrow | TyQuCtxtProd | TyQuCtxtOnTop | TyQuCtxtOther deriving (Show,Eq) {-| There are some conventions/restrictions on the structure of types that are not enforced by the abstract syntax: Encoding of prove-constraints: concrete syntax: {! impls !} -> ty abstract syntax: Ty_App (Ty_App (Ty_Con "->") (Ty_Impls impls)) ty Encoding of assume-constraints: concrete syntax: (ty, {! pred1 !}, ..., {! predn !}) abstract syntax: Ty_Ext (... (Ty_Ext ty (prod m+1) (Ty_Pred pred_1) ) ...) (prod m+n) (Ty_Pred pred_n) In other words: the predicates are at the outset of a product, pred_n "more outermost" than pred_{n-1}. -} {-| The basic alternatives encode the following: - Con: data type constructors, including tuple constructors - App: application to 1 argument, for example 'a -> b' is encoded as (App (App -> a) b) - Any: representing Bot/Top depending on context: (1) unknown expected type, (2) error type - Var: type variables, including a category: plain tyvars, fixed tyvars (aka skolems) -} type TyCanonicOut' x = TyBetaRedOut' x type TyCanonicOut = TyBetaRedOut mkCanonicOut x y = emptyTyBetaRedOut {tbroutRes = x, tbroutVarMp = y} mkDfltTyCanonicOut :: x -> TyCanonicOut' x mkDfltTyCanonicOut = mkDfltTyBetaRedOut data TyCanonicOpts = TyCanonicOpts { tcoTyBetaRedFullMb :: Ty -> Maybe TyCanonicOut } emptyTyCanonicOpts :: TyCanonicOpts emptyTyCanonicOpts = TyCanonicOpts { tcoTyBetaRedFullMb = \t -> Nothing } tcoTyBetaRedFull :: TyCanonicOpts -> Ty -> TyCanonicOut tcoTyBetaRedFull tco ty = maybe (mkDfltTyCanonicOut ty) id $ tcoTyBetaRedFullMb tco ty tyCanonicMb' :: TyCanonicOpts -> Ty -> Maybe TyCanonicOut tyCanonicMb' opts ty = let t = wrap_TyAGItf (sem_TyAGItf (TyAGItf_AGItf ty)) (Inh_TyAGItf { opts_Inh_TyAGItf = opts } ) in if isReplaced_Syn_TyAGItf t then Just (mkCanonicOut (repl_Syn_TyAGItf t) (varMp_Syn_TyAGItf t)) else Nothing tyCanonic' :: TyCanonicOpts -> Ty -> TyCanonicOut tyCanonic' opts ty = maybe (mkDfltTyCanonicOut ty) id $ tyCanonicMb' opts ty predCanonic' :: TyCanonicOpts -> Pred -> (Pred,VarMp) predCanonic' opts pr = case tyCanonicMb' opts $ mkTyPr pr of -- Just (Ty_Pred pr',m) -> (pr', m) Just (r@(TyBetaRedOut {tbroutRes = Ty_Pred pr'})) -> (pr', tbroutVarMp r) _ -> (pr, emptyVarMp) tyCanonic :: (VarLookup gm, VarLookupCmb VarMp gm, VarLookupKey gm ~ VarId, VarLookupVal gm ~ VarMpInfo) => TyBetaRedEnv gm -> Ty -> Ty tyCanonic fi = tbroutRes . tyCanonic' opts where opts = emptyTyCanonicOpts {tcoTyBetaRedFullMb = tyBetaRedFullMb fi canonLkupTy (tyCanonicMb' opts)} tyCanonicFFI' :: (VarLookup gm, VarLookupCmb VarMp gm, VarLookupKey gm ~ VarId, VarLookupVal gm ~ VarMpInfo) => Bool -- expand newtypes -> TyBetaRedEnv gm -> Ty -> Ty tyCanonicFFI' expNewtype renv = tbroutRes . tyCanonic' opts where opts = emptyTyCanonicOpts {tcoTyBetaRedFullMb = tyBetaRedFullMb renv canonLkupTy' (tyCanonicMb' opts)} canonLkupTy' renv nm = -- tr "tyCanonicFFI" (pp nm) $ newtypeLamLkup <|> canonLkupTy renv nm where newtypeLamLkup | not expNewtype = Nothing | ehcOptBuiltin ehcopts ehbnIO == nm = Nothing | otherwise = fmap mkDfltTyCanonicOut (dgiMbNewtype $? dataGamLookup nm $ feDataGam fe) fe = fiEnv fi fi = tbredFI renv ehcopts = feEHCOpts fe tyCanonicFFI :: (VarLookup gm, VarLookupCmb VarMp gm, VarLookupKey gm ~ VarId, VarLookupVal gm ~ VarMpInfo) => TyBetaRedEnv gm -> Ty -> Ty tyCanonicFFI = tyCanonicFFI' False predCanonic :: (VarLookup gm, VarLookupCmb VarMp gm, VarLookupKey gm ~ VarId, VarLookupVal gm ~ VarMpInfo) => TyBetaRedEnv gm -> Pred -> (Pred,VarMp) predCanonic renv = predCanonic' opts where opts = emptyTyCanonicOpts {tcoTyBetaRedFullMb = tyBetaRedFullMb renv canonLkupTy (tyCanonicMb' opts)} canonLkupTy :: TyBetaRedLkup gm canonLkupTy = betaRedTyLookup type MbPredL = Maybe [Pred] mbPredLCmb :: MbPredL -> MbPredL -> MbPredL mbPredLCmb Nothing Nothing = Nothing mbPredLCmb m1 m2 = Just $ concat $ maybeToList m1 ++ maybeToList m2 extr :: TyCanonicOut -> (Ty,VarMp) extr o = (tbroutRes o, tbroutVarMp o) -- Impls ------------------------------------------------------- {- visit 0: inherited attributes: isAtTop : Bool isRow : Bool opts : TyCanonicOpts tyCtxt : TyQuCtxt chained attribute: varMp : VarMp synthesized attributes: isReplaced : Bool mbPredL : MbPredL repl : Impls self : Impls alternatives: alternative Tail: child iv : {ImplsVarId} child proveOccs : {[ImplsProveOcc]} visit 0: local repl : _ local self : _ alternative Cons: child iv : {ImplsVarId} child pr : Pred child pv : {PredOccId} child prange : {Range} child proveOccs : {[ImplsProveOcc]} child tl : Impls visit 0: local repl : _ local self : _ alternative Nil: visit 0: local repl : _ local self : _ -} -- cata sem_Impls :: Impls -> T_Impls sem_Impls (Impls_Tail _iv _proveOccs) = (sem_Impls_Tail _iv _proveOccs) sem_Impls (Impls_Cons _iv _pr _pv _prange _proveOccs _tl) = (sem_Impls_Cons _iv (sem_Pred _pr) _pv _prange _proveOccs (sem_Impls _tl)) sem_Impls (Impls_Nil) = (sem_Impls_Nil) -- semantic domain type T_Impls = Bool -> Bool -> TyCanonicOpts -> TyQuCtxt -> VarMp -> ( Bool,MbPredL,Impls,Impls,VarMp) sem_Impls_Tail :: ImplsVarId -> ([ImplsProveOcc]) -> T_Impls sem_Impls_Tail iv_ proveOccs_ = (\ _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case (False) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (Just []) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (Impls_Tail iv_ proveOccs_) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Impls_Tail iv_ proveOccs_) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (varmpImplsUnit iv_ Impls_Nil `varUpd` _lhsIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) })) sem_Impls_Cons :: ImplsVarId -> T_Pred -> PredOccId -> Range -> ([ImplsProveOcc]) -> T_Impls -> T_Impls sem_Impls_Cons iv_ pr_ pv_ prange_ proveOccs_ tl_ = (\ _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case (_lhsIopts) of { _tlOopts | _tlOopts `seq` (True) -> (case (_lhsIopts) of { _prOopts | _prOopts `seq` (True) -> (case (_lhsIvarMp) of { _prOvarMp | _prOvarMp `seq` (True) -> (case (_lhsItyCtxt) of { _prOtyCtxt | _prOtyCtxt `seq` (True) -> (case (_lhsIisRow) of { _prOisRow | _prOisRow `seq` (True) -> (case (_lhsIisAtTop) of { _prOisAtTop | _prOisAtTop `seq` (True) -> (case (pr_ _prOisAtTop _prOisRow _prOopts _prOtyCtxt _prOvarMp) of { ( _prIisReplaced,_prImbPredL,_prIrepl,_prIself,_prIvarMp) | True -> (case (_prIvarMp) of { _tlOvarMp | _tlOvarMp `seq` (True) -> (case (_lhsItyCtxt) of { _tlOtyCtxt | _tlOtyCtxt `seq` (True) -> (case (_lhsIisRow) of { _tlOisRow | _tlOisRow `seq` (True) -> (case (_lhsIisAtTop) of { _tlOisAtTop | _tlOisAtTop `seq` (True) -> (case (tl_ _tlOisAtTop _tlOisRow _tlOopts _tlOtyCtxt _tlOvarMp) of { ( _tlIisReplaced,_tlImbPredL,_tlIrepl,_tlIself,_tlIvarMp) | True -> (case (_prIisReplaced || _tlIisReplaced) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (_prImbPredL `mbPredLCmb` _tlImbPredL) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (Impls_Cons iv_ _prIrepl pv_ prange_ proveOccs_ _tlIrepl) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Impls_Cons iv_ _prIself pv_ prange_ proveOccs_ _tlIself) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_tlIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) })) sem_Impls_Nil :: T_Impls sem_Impls_Nil = (\ _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case (False) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (Nothing) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (Impls_Nil) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Impls_Nil) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_lhsIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) })) -- Label ------------------------------------------------------- {- visit 0: synthesized attributes: isReplaced : Bool repl : Label self : Label alternatives: alternative Lab: child nm : {HsName} visit 0: local repl : _ local self : _ alternative Var: child lv : {LabelVarId} visit 0: local repl : _ local self : _ -} -- cata sem_Label :: Label -> T_Label sem_Label (Label_Lab _nm) = (sem_Label_Lab _nm) sem_Label (Label_Var _lv) = (sem_Label_Var _lv) -- semantic domain type T_Label = ( Bool,Label,Label) sem_Label_Lab :: HsName -> T_Label sem_Label_Lab nm_ = (case (False) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (Label_Lab nm_) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Label_Lab nm_) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> ( _lhsOisReplaced,_lhsOrepl,_lhsOself) }) }) }) }) }) sem_Label_Var :: LabelVarId -> T_Label sem_Label_Var lv_ = (case (False) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (Label_Var lv_) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Label_Var lv_) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> ( _lhsOisReplaced,_lhsOrepl,_lhsOself) }) }) }) }) }) -- LabelAGItf -------------------------------------------------- {- alternatives: alternative AGItf: child lab : Label -} -- cata sem_LabelAGItf :: LabelAGItf -> T_LabelAGItf sem_LabelAGItf (LabelAGItf_AGItf _lab) = (sem_LabelAGItf_AGItf (sem_Label _lab)) -- semantic domain type T_LabelAGItf = ( ) sem_LabelAGItf_AGItf :: T_Label -> T_LabelAGItf sem_LabelAGItf_AGItf lab_ = ( ) -- Pred -------------------------------------------------------- {- visit 0: inherited attributes: isAtTop : Bool isRow : Bool opts : TyCanonicOpts tyCtxt : TyQuCtxt chained attribute: varMp : VarMp synthesized attributes: isReplaced : Bool mbPredL : MbPredL repl : Pred self : Pred alternatives: alternative Class: child ty : Ty visit 0: local appSpinePos : _ local repl : _ local self : _ alternative Pred: child ty : Ty visit 0: local appSpinePos : _ local repl : _ local self : _ alternative Lacks: child ty : Ty child lab : Label visit 0: local appSpinePos : _ local repl : _ local self : _ alternative Arrow: child args : PredSeq child res : Pred visit 0: local appSpinePos : _ local repl : _ local self : _ alternative Eq: child tyL : Ty child tyR : Ty visit 0: local appSpinePos : _ local repl : _ local self : _ alternative Var: child pv : {TyVarId} visit 0: local repl : _ local self : _ alternative Preds: child seq : PredSeq visit 0: local appSpinePos : _ local repl : _ local self : _ -} -- cata sem_Pred :: Pred -> T_Pred sem_Pred (Pred_Class _ty) = (sem_Pred_Class (sem_Ty _ty)) sem_Pred (Pred_Pred _ty) = (sem_Pred_Pred (sem_Ty _ty)) sem_Pred (Pred_Lacks _ty _lab) = (sem_Pred_Lacks (sem_Ty _ty) (sem_Label _lab)) sem_Pred (Pred_Arrow _args _res) = (sem_Pred_Arrow (sem_PredSeq _args) (sem_Pred _res)) sem_Pred (Pred_Eq _tyL _tyR) = (sem_Pred_Eq (sem_Ty _tyL) (sem_Ty _tyR)) sem_Pred (Pred_Var _pv) = (sem_Pred_Var _pv) sem_Pred (Pred_Preds _seq) = (sem_Pred_Preds (sem_PredSeq _seq)) -- semantic domain type T_Pred = Bool -> Bool -> TyCanonicOpts -> TyQuCtxt -> VarMp -> ( Bool,MbPredL,Pred,Pred,VarMp) sem_Pred_Class :: T_Ty -> T_Pred sem_Pred_Class ty_ = (\ _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case (_lhsIopts) of { _tyOopts | _tyOopts `seq` (True) -> (case (0) of { _appSpinePos | _appSpinePos `seq` (True) -> (case (_appSpinePos) of { _tyOappSpinePos | _tyOappSpinePos `seq` (True) -> (case (ty_) of { ( _tyIappFunNm,ty_1) | True -> (case (_lhsIvarMp) of { _tyOvarMp | _tyOvarMp `seq` (True) -> (case (_lhsItyCtxt) of { _tyOtyCtxt | _tyOtyCtxt `seq` (True) -> (case (_lhsIisRow) of { _tyOisRow | _tyOisRow `seq` (True) -> (case (_lhsIisAtTop) of { _tyOisAtTop | _tyOisAtTop `seq` (True) -> (case (ty_1 _tyOappSpinePos _tyOisAtTop _tyOisRow _tyOopts _tyOtyCtxt _tyOvarMp) of { ( _tyIappArgReplL,_tyIisArrow,_tyIisPred,_tyIisReplaced,_tyImbPredL,_tyIrepl,_tyIself,_tyIvarMp) | True -> (case (_tyIisReplaced) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (Pred_Class _tyIrepl) of { _repl | _repl `seq` (True) -> (case (Just [_repl]) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Pred_Class _tyIself) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_tyIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) })) sem_Pred_Pred :: T_Ty -> T_Pred sem_Pred_Pred ty_ = (\ _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case (_lhsIopts) of { _tyOopts | _tyOopts `seq` (True) -> (case (0) of { _appSpinePos | _appSpinePos `seq` (True) -> (case (_appSpinePos) of { _tyOappSpinePos | _tyOappSpinePos `seq` (True) -> (case (ty_) of { ( _tyIappFunNm,ty_1) | True -> (case (_lhsIvarMp) of { _tyOvarMp | _tyOvarMp `seq` (True) -> (case (_lhsItyCtxt) of { _tyOtyCtxt | _tyOtyCtxt `seq` (True) -> (case (_lhsIisRow) of { _tyOisRow | _tyOisRow `seq` (True) -> (case (_lhsIisAtTop) of { _tyOisAtTop | _tyOisAtTop `seq` (True) -> (case (ty_1 _tyOappSpinePos _tyOisAtTop _tyOisRow _tyOopts _tyOtyCtxt _tyOvarMp) of { ( _tyIappArgReplL,_tyIisArrow,_tyIisPred,_tyIisReplaced,_tyImbPredL,_tyIrepl,_tyIself,_tyIvarMp) | True -> (case (_tyIisReplaced) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (Pred_Pred _tyIrepl) of { _repl | _repl `seq` (True) -> (case (Just [_repl]) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Pred_Pred _tyIself) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_tyIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) })) sem_Pred_Lacks :: T_Ty -> T_Label -> T_Pred sem_Pred_Lacks ty_ lab_ = (\ _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case (_lhsIopts) of { _tyOopts | _tyOopts `seq` (True) -> (case (0) of { _appSpinePos | _appSpinePos `seq` (True) -> (case (_appSpinePos) of { _tyOappSpinePos | _tyOappSpinePos `seq` (True) -> (case (lab_) of { ( _labIisReplaced,_labIrepl,_labIself) | True -> (case (ty_) of { ( _tyIappFunNm,ty_1) | True -> (case (_lhsIvarMp) of { _tyOvarMp | _tyOvarMp `seq` (True) -> (case (_lhsItyCtxt) of { _tyOtyCtxt | _tyOtyCtxt `seq` (True) -> (case (_lhsIisRow) of { _tyOisRow | _tyOisRow `seq` (True) -> (case (_lhsIisAtTop) of { _tyOisAtTop | _tyOisAtTop `seq` (True) -> (case (ty_1 _tyOappSpinePos _tyOisAtTop _tyOisRow _tyOopts _tyOtyCtxt _tyOvarMp) of { ( _tyIappArgReplL,_tyIisArrow,_tyIisPred,_tyIisReplaced,_tyImbPredL,_tyIrepl,_tyIself,_tyIvarMp) | True -> (case (_tyIisReplaced || _labIisReplaced) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (Pred_Lacks _tyIrepl _labIrepl) of { _repl | _repl `seq` (True) -> (case (Just [_repl]) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Pred_Lacks _tyIself _labIself) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_tyIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) })) sem_Pred_Arrow :: T_PredSeq -> T_Pred -> T_Pred sem_Pred_Arrow args_ res_ = (\ _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case (_lhsIopts) of { _resOopts | _resOopts `seq` (True) -> (case (_lhsIopts) of { _argsOopts | _argsOopts `seq` (True) -> (case (_lhsIvarMp) of { _argsOvarMp | _argsOvarMp `seq` (True) -> (case (_lhsItyCtxt) of { _argsOtyCtxt | _argsOtyCtxt `seq` (True) -> (case (_lhsIisRow) of { _argsOisRow | _argsOisRow `seq` (True) -> (case (_lhsIisAtTop) of { _argsOisAtTop | _argsOisAtTop `seq` (True) -> (case (0) of { _appSpinePos | _appSpinePos `seq` (True) -> (case (_appSpinePos) of { _argsOappSpinePos | _argsOappSpinePos `seq` (True) -> (case (args_ _argsOappSpinePos _argsOisAtTop _argsOisRow _argsOopts _argsOtyCtxt _argsOvarMp) of { ( _argsIisReplaced,_argsIrepl,_argsIself,_argsIvarMp) | True -> (case (_argsIvarMp) of { _resOvarMp | _resOvarMp `seq` (True) -> (case (_lhsItyCtxt) of { _resOtyCtxt | _resOtyCtxt `seq` (True) -> (case (_lhsIisRow) of { _resOisRow | _resOisRow `seq` (True) -> (case (_lhsIisAtTop) of { _resOisAtTop | _resOisAtTop `seq` (True) -> (case (res_ _resOisAtTop _resOisRow _resOopts _resOtyCtxt _resOvarMp) of { ( _resIisReplaced,_resImbPredL,_resIrepl,_resIself,_resIvarMp) | True -> (case (_argsIisReplaced || _resIisReplaced) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (Pred_Arrow _argsIrepl _resIrepl) of { _repl | _repl `seq` (True) -> (case (Just [_repl]) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Pred_Arrow _argsIself _resIself) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_resIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) })) sem_Pred_Eq :: T_Ty -> T_Ty -> T_Pred sem_Pred_Eq tyL_ tyR_ = (\ _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case (_lhsIopts) of { _tyROopts | _tyROopts `seq` (True) -> (case (0) of { _appSpinePos | _appSpinePos `seq` (True) -> (case (_appSpinePos) of { _tyROappSpinePos | _tyROappSpinePos `seq` (True) -> (case (_lhsIopts) of { _tyLOopts | _tyLOopts `seq` (True) -> (case (_appSpinePos) of { _tyLOappSpinePos | _tyLOappSpinePos `seq` (True) -> (case (tyR_) of { ( _tyRIappFunNm,tyR_1) | True -> (case (_lhsIvarMp) of { _tyLOvarMp | _tyLOvarMp `seq` (True) -> (case (tyL_) of { ( _tyLIappFunNm,tyL_1) | True -> (case (_lhsItyCtxt) of { _tyLOtyCtxt | _tyLOtyCtxt `seq` (True) -> (case (_lhsIisRow) of { _tyLOisRow | _tyLOisRow `seq` (True) -> (case (_lhsIisAtTop) of { _tyLOisAtTop | _tyLOisAtTop `seq` (True) -> (case (tyL_1 _tyLOappSpinePos _tyLOisAtTop _tyLOisRow _tyLOopts _tyLOtyCtxt _tyLOvarMp) of { ( _tyLIappArgReplL,_tyLIisArrow,_tyLIisPred,_tyLIisReplaced,_tyLImbPredL,_tyLIrepl,_tyLIself,_tyLIvarMp) | True -> (case (_tyLIvarMp) of { _tyROvarMp | _tyROvarMp `seq` (True) -> (case (_lhsItyCtxt) of { _tyROtyCtxt | _tyROtyCtxt `seq` (True) -> (case (_lhsIisRow) of { _tyROisRow | _tyROisRow `seq` (True) -> (case (_lhsIisAtTop) of { _tyROisAtTop | _tyROisAtTop `seq` (True) -> (case (tyR_1 _tyROappSpinePos _tyROisAtTop _tyROisRow _tyROopts _tyROtyCtxt _tyROvarMp) of { ( _tyRIappArgReplL,_tyRIisArrow,_tyRIisPred,_tyRIisReplaced,_tyRImbPredL,_tyRIrepl,_tyRIself,_tyRIvarMp) | True -> (case (_tyLIisReplaced || _tyRIisReplaced) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (Pred_Eq _tyLIrepl _tyRIrepl) of { _repl | _repl `seq` (True) -> (case (Just [_repl]) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Pred_Eq _tyLIself _tyRIself) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_tyRIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) })) sem_Pred_Var :: TyVarId -> T_Pred sem_Pred_Var pv_ = (\ _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case (False) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (Pred_Var pv_) of { _repl | _repl `seq` (True) -> (case (Just [_repl]) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Pred_Var pv_) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_lhsIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) })) sem_Pred_Preds :: T_PredSeq -> T_Pred sem_Pred_Preds seq_ = (\ _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case (_lhsIopts) of { _seqOopts | _seqOopts `seq` (True) -> (case (_lhsIvarMp) of { _seqOvarMp | _seqOvarMp `seq` (True) -> (case (_lhsItyCtxt) of { _seqOtyCtxt | _seqOtyCtxt `seq` (True) -> (case (_lhsIisRow) of { _seqOisRow | _seqOisRow `seq` (True) -> (case (_lhsIisAtTop) of { _seqOisAtTop | _seqOisAtTop `seq` (True) -> (case (0) of { _appSpinePos | _appSpinePos `seq` (True) -> (case (_appSpinePos) of { _seqOappSpinePos | _seqOappSpinePos `seq` (True) -> (case (seq_ _seqOappSpinePos _seqOisAtTop _seqOisRow _seqOopts _seqOtyCtxt _seqOvarMp) of { ( _seqIisReplaced,_seqIrepl,_seqIself,_seqIvarMp) | True -> (case (_seqIisReplaced) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (Pred_Preds _seqIrepl) of { _repl | _repl `seq` (True) -> (case (Just [_repl]) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Pred_Preds _seqIself) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_seqIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) }) }) }) }) }) }) }) }) })) -- PredSeq ----------------------------------------------------- {- visit 0: inherited attributes: appSpinePos : Int isAtTop : Bool isRow : Bool opts : TyCanonicOpts tyCtxt : TyQuCtxt chained attribute: varMp : VarMp synthesized attributes: isReplaced : Bool repl : PredSeq self : PredSeq alternatives: alternative Cons: child hd : Pred child tl : PredSeq visit 0: local repl : _ local self : _ alternative Nil: visit 0: local repl : _ local self : _ alternative Var: child av : {TyVarId} visit 0: local repl : _ local self : _ -} -- cata sem_PredSeq :: PredSeq -> T_PredSeq sem_PredSeq (PredSeq_Cons _hd _tl) = (sem_PredSeq_Cons (sem_Pred _hd) (sem_PredSeq _tl)) sem_PredSeq (PredSeq_Nil) = (sem_PredSeq_Nil) sem_PredSeq (PredSeq_Var _av) = (sem_PredSeq_Var _av) -- semantic domain type T_PredSeq = Int -> Bool -> Bool -> TyCanonicOpts -> TyQuCtxt -> VarMp -> ( Bool,PredSeq,PredSeq,VarMp) sem_PredSeq_Cons :: T_Pred -> T_PredSeq -> T_PredSeq sem_PredSeq_Cons hd_ tl_ = (\ _lhsIappSpinePos _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case (_lhsIopts) of { _tlOopts | _tlOopts `seq` (True) -> (case (_lhsIopts) of { _hdOopts | _hdOopts `seq` (True) -> (case (_lhsIvarMp) of { _hdOvarMp | _hdOvarMp `seq` (True) -> (case (_lhsItyCtxt) of { _hdOtyCtxt | _hdOtyCtxt `seq` (True) -> (case (_lhsIisRow) of { _hdOisRow | _hdOisRow `seq` (True) -> (case (_lhsIisAtTop) of { _hdOisAtTop | _hdOisAtTop `seq` (True) -> (case (hd_ _hdOisAtTop _hdOisRow _hdOopts _hdOtyCtxt _hdOvarMp) of { ( _hdIisReplaced,_hdImbPredL,_hdIrepl,_hdIself,_hdIvarMp) | True -> (case (_hdIvarMp) of { _tlOvarMp | _tlOvarMp `seq` (True) -> (case (_lhsItyCtxt) of { _tlOtyCtxt | _tlOtyCtxt `seq` (True) -> (case (_lhsIisRow) of { _tlOisRow | _tlOisRow `seq` (True) -> (case (_lhsIisAtTop) of { _tlOisAtTop | _tlOisAtTop `seq` (True) -> (case (_lhsIappSpinePos + 1) of { _tlOappSpinePos | _tlOappSpinePos `seq` (True) -> (case (tl_ _tlOappSpinePos _tlOisAtTop _tlOisRow _tlOopts _tlOtyCtxt _tlOvarMp) of { ( _tlIisReplaced,_tlIrepl,_tlIself,_tlIvarMp) | True -> (case (_hdIisReplaced || _tlIisReplaced) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (PredSeq_Cons _hdIrepl _tlIrepl) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (PredSeq_Cons _hdIself _tlIself) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_tlIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOisReplaced,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) })) sem_PredSeq_Nil :: T_PredSeq sem_PredSeq_Nil = (\ _lhsIappSpinePos _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case (False) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (PredSeq_Nil) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (PredSeq_Nil) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_lhsIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOisReplaced,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) })) sem_PredSeq_Var :: TyVarId -> T_PredSeq sem_PredSeq_Var av_ = (\ _lhsIappSpinePos _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case (False) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (PredSeq_Var av_) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (PredSeq_Var av_) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_lhsIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOisReplaced,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) })) -- Ty ---------------------------------------------------------- {- visit 0: synthesized attribute: appFunNm : HsName visit 1: inherited attributes: appSpinePos : Int isAtTop : Bool isRow : Bool opts : TyCanonicOpts tyCtxt : TyQuCtxt chained attribute: varMp : VarMp synthesized attributes: appArgReplL : [Ty] isArrow : Bool isPred : Bool isReplaced : Bool mbPredL : MbPredL repl : Ty self : Ty alternatives: alternative Con: child nm : {HsName} visit 1: local repl : _ local mbRepl : _ local isReplaced : _ local _tup1 : _ local self : _ local replVarMp : _ alternative App: child func : Ty child arg : Ty visit 0: local appFunNm : {HsName} visit 1: local appIsRec : {Bool} local appIsLikeProd : {Bool} local appIsArrow : {Bool} local tyCtxt : _ local isAtTop : _ local isSpineRoot : {Bool} local appIsSum : _ local appIsRecOrSum : _ local argIsRow : {Bool} local appArgReplL : _ local isArrowRoot : {Bool} local isArrowArg : {Bool} local repl : _ local mbReplNoImplNil : _ local replNoImplNil : _ local mbRepl : _ local isReplaced : _ local _tup2 : _ local self : _ local replVarMp : _ alternative Ann: child ann : TyAnn child ty : Ty visit 1: local tyCtxt : _ local isRow : _ local isAtTop : _ local isReplaced : _ local self : _ alternative Dbg: child info : {String} visit 1: local repl : _ local self : _ alternative Any: visit 1: local repl : _ local self : _ alternative Var: child tv : {TyVarId} child categ : TyVarCateg visit 1: local repl : _ local self : _ alternative TBind: child qu : TyQu child tv : {TyVarId} child l1 : {Ty} child ty : Ty visit 1: local tyCtxt : _ local isRow : _ local isAtTop : _ local repl : _ local self : _ alternative Ext: child ty : Ty child nm : {HsName} child extTy : Ty visit 0: local appFunNm : {HsName} visit 1: local tyCtxt : _ local isRow : _ local isAtTop : _ local repl : _ local isSpineRoot : _ local mbRepl : _ local isReplaced : _ local self : _ alternative Pred: child pr : Pred visit 1: local tyCtxt : _ local isRow : _ local isAtTop : _ local repl : _ local self : _ alternative Lam: child tv : {TyVarId} child ty : Ty visit 1: local tyCtxt : _ local isRow : _ local isAtTop : _ local repl : _ local self : _ alternative Impls: child impls : Impls visit 1: local tyCtxt : _ local isRow : _ local isAtTop : _ local repl : _ local self : _ -} -- cata sem_Ty :: Ty -> T_Ty sem_Ty (Ty_Con _nm) = (sem_Ty_Con _nm) sem_Ty (Ty_App _func _arg) = (sem_Ty_App (sem_Ty _func) (sem_Ty _arg)) sem_Ty (Ty_Ann _ann _ty) = (sem_Ty_Ann (sem_TyAnn _ann) (sem_Ty _ty)) sem_Ty (Ty_Dbg _info) = (sem_Ty_Dbg _info) sem_Ty (Ty_Any) = (sem_Ty_Any) sem_Ty (Ty_Var _tv _categ) = (sem_Ty_Var _tv (sem_TyVarCateg _categ)) sem_Ty (Ty_TBind _qu _tv _l1 _ty) = (sem_Ty_TBind (sem_TyQu _qu) _tv _l1 (sem_Ty _ty)) sem_Ty (Ty_Ext _ty _nm _extTy) = (sem_Ty_Ext (sem_Ty _ty) _nm (sem_Ty _extTy)) sem_Ty (Ty_Pred _pr) = (sem_Ty_Pred (sem_Pred _pr)) sem_Ty (Ty_Lam _tv _ty) = (sem_Ty_Lam _tv (sem_Ty _ty)) sem_Ty (Ty_Impls _impls) = (sem_Ty_Impls (sem_Impls _impls)) -- semantic domain type T_Ty = ( HsName,T_Ty_1) type T_Ty_1 = Int -> Bool -> Bool -> TyCanonicOpts -> TyQuCtxt -> VarMp -> ( ([Ty]),Bool,Bool,Bool,MbPredL,Ty,Ty,VarMp) sem_Ty_Con :: HsName -> T_Ty sem_Ty_Con nm_ = (case (nm_) of { _lhsOappFunNm | _lhsOappFunNm `seq` (True) -> (case ((let sem_Ty_Con_1 :: T_Ty_1 sem_Ty_Con_1 = (\ _lhsIappSpinePos _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case ([]) of { _lhsOappArgReplL | _lhsOappArgReplL `seq` (True) -> (case (False) of { _lhsOisArrow | _lhsOisArrow `seq` (True) -> (case (False) of { _lhsOisPred | _lhsOisPred `seq` (True) -> (case (Ty_Con nm_) of { _repl | _repl `seq` (True) -> (case (tcoTyBetaRedFullMb _lhsIopts _repl) of { _mbRepl | _mbRepl `seq` (True) -> (case (isJust _mbRepl) of { _isReplaced | _isReplaced `seq` (True) -> (case (_isReplaced) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (Nothing) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (maybe (_repl,emptyVarMp) extr _mbRepl) of { __tup1 | __tup1 `seq` (True) -> (case (__tup1) of { (_lhsOrepl,_) | _lhsOrepl `seq` (True) -> (case (Ty_Con nm_) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (__tup1) of { (_,_replVarMp) | _replVarMp `seq` (True) -> (case (_replVarMp `varUpd` _lhsIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOappArgReplL,_lhsOisArrow,_lhsOisPred,_lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) }) }) }) }) }) }) }) })) in sem_Ty_Con_1)) of { ( sem_Ty_1) | True -> ( _lhsOappFunNm,sem_Ty_1) }) }) sem_Ty_App :: T_Ty -> T_Ty -> T_Ty sem_Ty_App func_ arg_ = (case (func_) of { ( _funcIappFunNm,func_1) | True -> (case (_funcIappFunNm) of { _appFunNm | _appFunNm `seq` (True) -> (case (_appFunNm) of { _lhsOappFunNm | _lhsOappFunNm `seq` (True) -> (case ((let sem_Ty_App_1 :: T_Ty_1 sem_Ty_App_1 = (\ _lhsIappSpinePos _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case (_lhsIopts) of { _argOopts | _argOopts `seq` (True) -> (case (_lhsIopts) of { _funcOopts | _funcOopts `seq` (True) -> (case (0) of { _argOappSpinePos | _argOappSpinePos `seq` (True) -> (case (arg_) of { ( _argIappFunNm,arg_1) | True -> (case (_lhsIvarMp) of { _funcOvarMp | _funcOvarMp `seq` (True) -> (case (_lhsIappSpinePos + 1) of { _funcOappSpinePos | _funcOappSpinePos `seq` (True) -> (case (hsnIsRec _funcIappFunNm) of { _appIsRec | _appIsRec `seq` (True) -> (case (hsnIsProd _funcIappFunNm || _appIsRec) of { _appIsLikeProd | _appIsLikeProd `seq` (True) -> (case (hsnIsArrow _funcIappFunNm) of { _appIsArrow | _appIsArrow `seq` (True) -> (case (if _appIsArrow then TyQuCtxtArrow else if _appIsLikeProd then TyQuCtxtProd else TyQuCtxtOther) of { _tyCtxt | _tyCtxt `seq` (True) -> (case (_tyCtxt) of { _funcOtyCtxt | _funcOtyCtxt `seq` (True) -> (case (_lhsIisRow) of { _funcOisRow | _funcOisRow `seq` (True) -> (case (False) of { _isAtTop | _isAtTop `seq` (True) -> (case (_isAtTop) of { _funcOisAtTop | _funcOisAtTop `seq` (True) -> (case (func_1 _funcOappSpinePos _funcOisAtTop _funcOisRow _funcOopts _funcOtyCtxt _funcOvarMp) of { ( _funcIappArgReplL,_funcIisArrow,_funcIisPred,_funcIisReplaced,_funcImbPredL,_funcIrepl,_funcIself,_funcIvarMp) | True -> (case (_funcIvarMp) of { _argOvarMp | _argOvarMp `seq` (True) -> (case (_tyCtxt) of { _argOtyCtxt | _argOtyCtxt `seq` (True) -> (case (_isAtTop) of { _argOisAtTop | _argOisAtTop `seq` (True) -> (case (_lhsIappSpinePos == 0) of { _isSpineRoot | _isSpineRoot `seq` (True) -> (case (hsnIsSum _funcIappFunNm) of { _appIsSum | _appIsSum `seq` (True) -> (case (_appIsRec || _appIsSum) of { _appIsRecOrSum | _appIsRecOrSum `seq` (True) -> (case (_isSpineRoot && _appIsRecOrSum) of { _argIsRow | _argIsRow `seq` (True) -> (case (_argIsRow) of { _argOisRow | _argOisRow `seq` (True) -> (case (arg_1 _argOappSpinePos _argOisAtTop _argOisRow _argOopts _argOtyCtxt _argOvarMp) of { ( _argIappArgReplL,_argIisArrow,_argIisPred,_argIisReplaced,_argImbPredL,_argIrepl,_argIself,_argIvarMp) | True -> (case (_argIrepl : _funcIappArgReplL) of { _appArgReplL | _appArgReplL `seq` (True) -> (case (_appArgReplL) of { _lhsOappArgReplL | _lhsOappArgReplL `seq` (True) -> (case (_appIsArrow && _isSpineRoot) of { _isArrowRoot | _isArrowRoot `seq` (True) -> (case (_isArrowRoot) of { _lhsOisArrow | _lhsOisArrow `seq` (True) -> (case (_appIsArrow && _lhsIappSpinePos == 1) of { _isArrowArg | _isArrowArg `seq` (True) -> (case (if _isArrowArg then _argIisPred else False) of { _lhsOisPred | _lhsOisPred `seq` (True) -> (case (Ty_App _funcIrepl _argIrepl) of { _repl | _repl `seq` (True) -> (case (let r = _argIrepl in case _funcImbPredL of Nothing | _funcIisPred -> Just r Just [] | _funcIisPred -> Just r _ | otherwise -> Nothing) of { _mbReplNoImplNil | _mbReplNoImplNil `seq` (True) -> (case (maybe _repl id _mbReplNoImplNil) of { _replNoImplNil | _replNoImplNil `seq` (True) -> (case (if _isSpineRoot then tcoTyBetaRedFullMb _lhsIopts _replNoImplNil else Nothing) of { _mbRepl | _mbRepl `seq` (True) -> (case (isJust _mbReplNoImplNil || isJust _mbRepl) of { _isReplaced | _isReplaced `seq` (True) -> (case (_isReplaced || _funcIisReplaced || _argIisReplaced) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (_funcImbPredL `mbPredLCmb` _argImbPredL) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (maybe (_replNoImplNil,emptyVarMp) extr _mbRepl) of { __tup2 | __tup2 `seq` (True) -> (case (__tup2) of { (_lhsOrepl,_) | _lhsOrepl `seq` (True) -> (case (Ty_App _funcIself _argIself) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (__tup2) of { (_,_replVarMp) | _replVarMp `seq` (True) -> (case (_replVarMp `varUpd` _argIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOappArgReplL,_lhsOisArrow,_lhsOisPred,_lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) })) in sem_Ty_App_1)) of { ( sem_Ty_1) | True -> ( _lhsOappFunNm,sem_Ty_1) }) }) }) }) sem_Ty_Ann :: T_TyAnn -> T_Ty -> T_Ty sem_Ty_Ann ann_ ty_ = (case (hsnUnknown) of { _lhsOappFunNm | _lhsOappFunNm `seq` (True) -> (case ((let sem_Ty_Ann_1 :: T_Ty_1 sem_Ty_Ann_1 = (\ _lhsIappSpinePos _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case (_lhsIopts) of { _tyOopts | _tyOopts `seq` (True) -> (case (ty_) of { ( _tyIappFunNm,ty_1) | True -> (case (_lhsIvarMp) of { _tyOvarMp | _tyOvarMp `seq` (True) -> (case (TyQuCtxtOther) of { _tyCtxt | _tyCtxt `seq` (True) -> (case (_tyCtxt) of { _tyOtyCtxt | _tyOtyCtxt `seq` (True) -> (case (False) of { _isRow | _isRow `seq` (True) -> (case (_isRow) of { _tyOisRow | _tyOisRow `seq` (True) -> (case (False) of { _isAtTop | _isAtTop `seq` (True) -> (case (_isAtTop) of { _tyOisAtTop | _tyOisAtTop `seq` (True) -> (case (_lhsIappSpinePos) of { _tyOappSpinePos | _tyOappSpinePos `seq` (True) -> (case (ty_1 _tyOappSpinePos _tyOisAtTop _tyOisRow _tyOopts _tyOtyCtxt _tyOvarMp) of { ( _tyIappArgReplL,_tyIisArrow,_tyIisPred,_tyIisReplaced,_tyImbPredL,_tyIrepl,_tyIself,_tyIvarMp) | True -> (case (_tyIappArgReplL) of { _lhsOappArgReplL | _lhsOappArgReplL `seq` (True) -> (case (False) of { _lhsOisArrow | _lhsOisArrow `seq` (True) -> (case (False) of { _lhsOisPred | _lhsOisPred `seq` (True) -> (case (True) of { _isReplaced | _isReplaced `seq` (True) -> (case (_isReplaced) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (_tyImbPredL) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (_tyIrepl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (ann_) of { ( _annIisReplaced,_annIrepl,_annIself) | True -> (case (Ty_Ann _annIself _tyIself) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_tyIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOappArgReplL,_lhsOisArrow,_lhsOisPred,_lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) })) in sem_Ty_Ann_1)) of { ( sem_Ty_1) | True -> ( _lhsOappFunNm,sem_Ty_1) }) }) sem_Ty_Dbg :: String -> T_Ty sem_Ty_Dbg info_ = (case (hsnUnknown) of { _lhsOappFunNm | _lhsOappFunNm `seq` (True) -> (case ((let sem_Ty_Dbg_1 :: T_Ty_1 sem_Ty_Dbg_1 = (\ _lhsIappSpinePos _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case ([]) of { _lhsOappArgReplL | _lhsOappArgReplL `seq` (True) -> (case (False) of { _lhsOisArrow | _lhsOisArrow `seq` (True) -> (case (False) of { _lhsOisPred | _lhsOisPred `seq` (True) -> (case (False) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (Nothing) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (Ty_Dbg info_) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Ty_Dbg info_) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_lhsIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOappArgReplL,_lhsOisArrow,_lhsOisPred,_lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) }) }) }) })) in sem_Ty_Dbg_1)) of { ( sem_Ty_1) | True -> ( _lhsOappFunNm,sem_Ty_1) }) }) sem_Ty_Any :: T_Ty sem_Ty_Any = (case (hsnUnknown) of { _lhsOappFunNm | _lhsOappFunNm `seq` (True) -> (case ((let sem_Ty_Any_1 :: T_Ty_1 sem_Ty_Any_1 = (\ _lhsIappSpinePos _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case ([]) of { _lhsOappArgReplL | _lhsOappArgReplL `seq` (True) -> (case (False) of { _lhsOisArrow | _lhsOisArrow `seq` (True) -> (case (False) of { _lhsOisPred | _lhsOisPred `seq` (True) -> (case (False) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (Nothing) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (Ty_Any) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Ty_Any) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_lhsIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOappArgReplL,_lhsOisArrow,_lhsOisPred,_lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) }) }) }) })) in sem_Ty_Any_1)) of { ( sem_Ty_1) | True -> ( _lhsOappFunNm,sem_Ty_1) }) }) sem_Ty_Var :: TyVarId -> T_TyVarCateg -> T_Ty sem_Ty_Var tv_ categ_ = (case (hsnUnknown) of { _lhsOappFunNm | _lhsOappFunNm `seq` (True) -> (case ((let sem_Ty_Var_1 :: T_Ty_1 sem_Ty_Var_1 = (\ _lhsIappSpinePos _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case ([]) of { _lhsOappArgReplL | _lhsOappArgReplL `seq` (True) -> (case (False) of { _lhsOisArrow | _lhsOisArrow `seq` (True) -> (case (False) of { _lhsOisPred | _lhsOisPred `seq` (True) -> (case (categ_) of { ( _categIisReplaced,_categIrepl,_categIself) | True -> (case (_categIisReplaced) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (Nothing) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (Ty_Var tv_ _categIrepl) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Ty_Var tv_ _categIself) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_lhsIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOappArgReplL,_lhsOisArrow,_lhsOisPred,_lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) }) }) }) }) })) in sem_Ty_Var_1)) of { ( sem_Ty_1) | True -> ( _lhsOappFunNm,sem_Ty_1) }) }) sem_Ty_TBind :: T_TyQu -> TyVarId -> Ty -> T_Ty -> T_Ty sem_Ty_TBind qu_ tv_ l1_ ty_ = (case (hsnUnknown) of { _lhsOappFunNm | _lhsOappFunNm `seq` (True) -> (case ((let sem_Ty_TBind_1 :: T_Ty_1 sem_Ty_TBind_1 = (\ _lhsIappSpinePos _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case ([]) of { _lhsOappArgReplL | _lhsOappArgReplL `seq` (True) -> (case (False) of { _lhsOisArrow | _lhsOisArrow `seq` (True) -> (case (False) of { _lhsOisPred | _lhsOisPred `seq` (True) -> (case (_lhsIopts) of { _tyOopts | _tyOopts `seq` (True) -> (case (0) of { _tyOappSpinePos | _tyOappSpinePos `seq` (True) -> (case (ty_) of { ( _tyIappFunNm,ty_1) | True -> (case (_lhsIvarMp) of { _tyOvarMp | _tyOvarMp `seq` (True) -> (case (TyQuCtxtOther) of { _tyCtxt | _tyCtxt `seq` (True) -> (case (_tyCtxt) of { _tyOtyCtxt | _tyOtyCtxt `seq` (True) -> (case (False) of { _isRow | _isRow `seq` (True) -> (case (_isRow) of { _tyOisRow | _tyOisRow `seq` (True) -> (case (False) of { _isAtTop | _isAtTop `seq` (True) -> (case (_isAtTop) of { _tyOisAtTop | _tyOisAtTop `seq` (True) -> (case (ty_1 _tyOappSpinePos _tyOisAtTop _tyOisRow _tyOopts _tyOtyCtxt _tyOvarMp) of { ( _tyIappArgReplL,_tyIisArrow,_tyIisPred,_tyIisReplaced,_tyImbPredL,_tyIrepl,_tyIself,_tyIvarMp) | True -> (case (qu_) of { ( _quIisReplaced,_quIrepl,_quIself) | True -> (case (_quIisReplaced || _tyIisReplaced) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (_tyImbPredL) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (Ty_TBind _quIrepl tv_ l1_ _tyIrepl) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Ty_TBind _quIself tv_ l1_ _tyIself) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_tyIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOappArgReplL,_lhsOisArrow,_lhsOisPred,_lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) })) in sem_Ty_TBind_1)) of { ( sem_Ty_1) | True -> ( _lhsOappFunNm,sem_Ty_1) }) }) sem_Ty_Ext :: T_Ty -> HsName -> T_Ty -> T_Ty sem_Ty_Ext ty_ nm_ extTy_ = (case (ty_) of { ( _tyIappFunNm,ty_1) | True -> (case (_tyIappFunNm) of { _appFunNm | _appFunNm `seq` (True) -> (case (_appFunNm) of { _lhsOappFunNm | _lhsOappFunNm `seq` (True) -> (case ((let sem_Ty_Ext_1 :: T_Ty_1 sem_Ty_Ext_1 = (\ _lhsIappSpinePos _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case ([]) of { _lhsOappArgReplL | _lhsOappArgReplL `seq` (True) -> (case (False) of { _lhsOisArrow | _lhsOisArrow `seq` (True) -> (case (False) of { _lhsOisPred | _lhsOisPred `seq` (True) -> (case (_lhsIopts) of { _extTyOopts | _extTyOopts `seq` (True) -> (case (_lhsIopts) of { _tyOopts | _tyOopts `seq` (True) -> (case (0) of { _extTyOappSpinePos | _extTyOappSpinePos `seq` (True) -> (case (_lhsIappSpinePos + 1) of { _tyOappSpinePos | _tyOappSpinePos `seq` (True) -> (case (extTy_) of { ( _extTyIappFunNm,extTy_1) | True -> (case (_lhsIvarMp) of { _tyOvarMp | _tyOvarMp `seq` (True) -> (case (TyQuCtxtOther) of { _tyCtxt | _tyCtxt `seq` (True) -> (case (_tyCtxt) of { _tyOtyCtxt | _tyOtyCtxt `seq` (True) -> (case (False) of { _isRow | _isRow `seq` (True) -> (case (_isRow) of { _tyOisRow | _tyOisRow `seq` (True) -> (case (False) of { _isAtTop | _isAtTop `seq` (True) -> (case (_isAtTop) of { _tyOisAtTop | _tyOisAtTop `seq` (True) -> (case (ty_1 _tyOappSpinePos _tyOisAtTop _tyOisRow _tyOopts _tyOtyCtxt _tyOvarMp) of { ( _tyIappArgReplL,_tyIisArrow,_tyIisPred,_tyIisReplaced,_tyImbPredL,_tyIrepl,_tyIself,_tyIvarMp) | True -> (case (_tyIvarMp) of { _extTyOvarMp | _extTyOvarMp `seq` (True) -> (case (_tyCtxt) of { _extTyOtyCtxt | _extTyOtyCtxt `seq` (True) -> (case (_isRow) of { _extTyOisRow | _extTyOisRow `seq` (True) -> (case (_isAtTop) of { _extTyOisAtTop | _extTyOisAtTop `seq` (True) -> (case (extTy_1 _extTyOappSpinePos _extTyOisAtTop _extTyOisRow _extTyOopts _extTyOtyCtxt _extTyOvarMp) of { ( _extTyIappArgReplL,_extTyIisArrow,_extTyIisPred,_extTyIisReplaced,_extTyImbPredL,_extTyIrepl,_extTyIself,_extTyIvarMp) | True -> (case (Ty_Ext _tyIrepl nm_ _extTyIrepl) of { _repl | _repl `seq` (True) -> (case (_lhsIappSpinePos == 0) of { _isSpineRoot | _isSpineRoot `seq` (True) -> (case (if _isSpineRoot then let (row,exts) = tyRowExtsUnAnn $ recUnRowExts _repl in if tyRowIsCanonOrdered exts then Nothing else Just $ mkDfltTyCanonicOut $ recRow row $ rowCanonOrder exts else Nothing) of { _mbRepl | _mbRepl `seq` (True) -> (case (isJust _mbRepl) of { _isReplaced | _isReplaced `seq` (True) -> (case (_isReplaced || _tyIisReplaced || _extTyIisReplaced) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (_tyImbPredL `mbPredLCmb` _extTyImbPredL) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (maybe _repl tbroutRes _mbRepl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Ty_Ext _tyIself nm_ _extTyIself) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_extTyIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOappArgReplL,_lhsOisArrow,_lhsOisPred,_lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) })) in sem_Ty_Ext_1)) of { ( sem_Ty_1) | True -> ( _lhsOappFunNm,sem_Ty_1) }) }) }) }) sem_Ty_Pred :: T_Pred -> T_Ty sem_Ty_Pred pr_ = (case (hsnUnknown) of { _lhsOappFunNm | _lhsOappFunNm `seq` (True) -> (case ((let sem_Ty_Pred_1 :: T_Ty_1 sem_Ty_Pred_1 = (\ _lhsIappSpinePos _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case ([]) of { _lhsOappArgReplL | _lhsOappArgReplL `seq` (True) -> (case (False) of { _lhsOisArrow | _lhsOisArrow `seq` (True) -> (case (True) of { _lhsOisPred | _lhsOisPred `seq` (True) -> (case (_lhsIopts) of { _prOopts | _prOopts `seq` (True) -> (case (_lhsIvarMp) of { _prOvarMp | _prOvarMp `seq` (True) -> (case (TyQuCtxtOther) of { _tyCtxt | _tyCtxt `seq` (True) -> (case (_tyCtxt) of { _prOtyCtxt | _prOtyCtxt `seq` (True) -> (case (False) of { _isRow | _isRow `seq` (True) -> (case (_isRow) of { _prOisRow | _prOisRow `seq` (True) -> (case (False) of { _isAtTop | _isAtTop `seq` (True) -> (case (_isAtTop) of { _prOisAtTop | _prOisAtTop `seq` (True) -> (case (pr_ _prOisAtTop _prOisRow _prOopts _prOtyCtxt _prOvarMp) of { ( _prIisReplaced,_prImbPredL,_prIrepl,_prIself,_prIvarMp) | True -> (case (_prIisReplaced) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (_prImbPredL) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (Ty_Pred _prIrepl) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Ty_Pred _prIself) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_prIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOappArgReplL,_lhsOisArrow,_lhsOisPred,_lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) })) in sem_Ty_Pred_1)) of { ( sem_Ty_1) | True -> ( _lhsOappFunNm,sem_Ty_1) }) }) sem_Ty_Lam :: TyVarId -> T_Ty -> T_Ty sem_Ty_Lam tv_ ty_ = (case (hsnUnknown) of { _lhsOappFunNm | _lhsOappFunNm `seq` (True) -> (case ((let sem_Ty_Lam_1 :: T_Ty_1 sem_Ty_Lam_1 = (\ _lhsIappSpinePos _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case ([]) of { _lhsOappArgReplL | _lhsOappArgReplL `seq` (True) -> (case (False) of { _lhsOisArrow | _lhsOisArrow `seq` (True) -> (case (False) of { _lhsOisPred | _lhsOisPred `seq` (True) -> (case (_lhsIopts) of { _tyOopts | _tyOopts `seq` (True) -> (case (_lhsIappSpinePos) of { _tyOappSpinePos | _tyOappSpinePos `seq` (True) -> (case (ty_) of { ( _tyIappFunNm,ty_1) | True -> (case (_lhsIvarMp) of { _tyOvarMp | _tyOvarMp `seq` (True) -> (case (TyQuCtxtOther) of { _tyCtxt | _tyCtxt `seq` (True) -> (case (_tyCtxt) of { _tyOtyCtxt | _tyOtyCtxt `seq` (True) -> (case (False) of { _isRow | _isRow `seq` (True) -> (case (_isRow) of { _tyOisRow | _tyOisRow `seq` (True) -> (case (False) of { _isAtTop | _isAtTop `seq` (True) -> (case (_isAtTop) of { _tyOisAtTop | _tyOisAtTop `seq` (True) -> (case (ty_1 _tyOappSpinePos _tyOisAtTop _tyOisRow _tyOopts _tyOtyCtxt _tyOvarMp) of { ( _tyIappArgReplL,_tyIisArrow,_tyIisPred,_tyIisReplaced,_tyImbPredL,_tyIrepl,_tyIself,_tyIvarMp) | True -> (case (_tyIisReplaced) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (_tyImbPredL) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (Ty_Lam tv_ _tyIrepl) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Ty_Lam tv_ _tyIself) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_tyIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOappArgReplL,_lhsOisArrow,_lhsOisPred,_lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) })) in sem_Ty_Lam_1)) of { ( sem_Ty_1) | True -> ( _lhsOappFunNm,sem_Ty_1) }) }) sem_Ty_Impls :: T_Impls -> T_Ty sem_Ty_Impls impls_ = (case (hsnUnknown) of { _lhsOappFunNm | _lhsOappFunNm `seq` (True) -> (case ((let sem_Ty_Impls_1 :: T_Ty_1 sem_Ty_Impls_1 = (\ _lhsIappSpinePos _lhsIisAtTop _lhsIisRow _lhsIopts _lhsItyCtxt _lhsIvarMp -> (case ([]) of { _lhsOappArgReplL | _lhsOappArgReplL `seq` (True) -> (case (False) of { _lhsOisArrow | _lhsOisArrow `seq` (True) -> (case (True) of { _lhsOisPred | _lhsOisPred `seq` (True) -> (case (_lhsIopts) of { _implsOopts | _implsOopts `seq` (True) -> (case (_lhsIvarMp) of { _implsOvarMp | _implsOvarMp `seq` (True) -> (case (TyQuCtxtOther) of { _tyCtxt | _tyCtxt `seq` (True) -> (case (_tyCtxt) of { _implsOtyCtxt | _implsOtyCtxt `seq` (True) -> (case (False) of { _isRow | _isRow `seq` (True) -> (case (_isRow) of { _implsOisRow | _implsOisRow `seq` (True) -> (case (False) of { _isAtTop | _isAtTop `seq` (True) -> (case (_isAtTop) of { _implsOisAtTop | _implsOisAtTop `seq` (True) -> (case (impls_ _implsOisAtTop _implsOisRow _implsOopts _implsOtyCtxt _implsOvarMp) of { ( _implsIisReplaced,_implsImbPredL,_implsIrepl,_implsIself,_implsIvarMp) | True -> (case (_implsIisReplaced) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (_implsImbPredL) of { _lhsOmbPredL | _lhsOmbPredL `seq` (True) -> (case (Ty_Impls _implsIrepl) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (Ty_Impls _implsIself) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> (case (_implsIvarMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOappArgReplL,_lhsOisArrow,_lhsOisPred,_lhsOisReplaced,_lhsOmbPredL,_lhsOrepl,_lhsOself,_lhsOvarMp) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) }) })) in sem_Ty_Impls_1)) of { ( sem_Ty_1) | True -> ( _lhsOappFunNm,sem_Ty_1) }) }) -- TyAGItf ----------------------------------------------------- {- visit 0: inherited attribute: opts : TyCanonicOpts synthesized attributes: isReplaced : Bool repl : Ty varMp : VarMp alternatives: alternative AGItf: child ty : Ty visit 0: local varMp : _ -} -- cata sem_TyAGItf :: TyAGItf -> T_TyAGItf sem_TyAGItf (TyAGItf_AGItf _ty) = (sem_TyAGItf_AGItf (sem_Ty _ty)) -- semantic domain type T_TyAGItf = TyCanonicOpts -> ( Bool,Ty,VarMp) data Inh_TyAGItf = Inh_TyAGItf {opts_Inh_TyAGItf :: !(TyCanonicOpts)} data Syn_TyAGItf = Syn_TyAGItf {isReplaced_Syn_TyAGItf :: !(Bool),repl_Syn_TyAGItf :: !(Ty),varMp_Syn_TyAGItf :: !(VarMp)} wrap_TyAGItf :: T_TyAGItf -> Inh_TyAGItf -> Syn_TyAGItf wrap_TyAGItf sem (Inh_TyAGItf _lhsIopts) = (let ( _lhsOisReplaced,_lhsOrepl,_lhsOvarMp) | True = sem _lhsIopts in (Syn_TyAGItf _lhsOisReplaced _lhsOrepl _lhsOvarMp)) sem_TyAGItf_AGItf :: T_Ty -> T_TyAGItf sem_TyAGItf_AGItf ty_ = (\ _lhsIopts -> (case (_lhsIopts) of { _tyOopts | _tyOopts `seq` (True) -> (case (0) of { _tyOappSpinePos | _tyOappSpinePos `seq` (True) -> (case (ty_) of { ( _tyIappFunNm,ty_1) | True -> (case (emptyVarMp) of { _varMp | _varMp `seq` (True) -> (case (_varMp) of { _tyOvarMp | _tyOvarMp `seq` (True) -> (case (TyQuCtxtOnTop) of { _tyOtyCtxt | _tyOtyCtxt `seq` (True) -> (case (False) of { _tyOisRow | _tyOisRow `seq` (True) -> (case (True) of { _tyOisAtTop | _tyOisAtTop `seq` (True) -> (case (ty_1 _tyOappSpinePos _tyOisAtTop _tyOisRow _tyOopts _tyOtyCtxt _tyOvarMp) of { ( _tyIappArgReplL,_tyIisArrow,_tyIisPred,_tyIisReplaced,_tyImbPredL,_tyIrepl,_tyIself,_tyIvarMp) | True -> (case (_tyIisReplaced) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (_tyIrepl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (_varMp) of { _lhsOvarMp | _lhsOvarMp `seq` (True) -> ( _lhsOisReplaced,_lhsOrepl,_lhsOvarMp) }) }) }) }) }) }) }) }) }) }) }) })) -- TyAnn ------------------------------------------------------- {- visit 0: synthesized attributes: isReplaced : Bool repl : TyAnn self : TyAnn alternatives: alternative Empty: visit 0: local repl : _ local self : _ alternative Strictness: child s : {Strictness} visit 0: local repl : _ local self : _ alternative Mono: visit 0: local repl : _ local self : _ -} -- cata sem_TyAnn :: TyAnn -> T_TyAnn sem_TyAnn (TyAnn_Empty) = (sem_TyAnn_Empty) sem_TyAnn (TyAnn_Strictness _s) = (sem_TyAnn_Strictness _s) sem_TyAnn (TyAnn_Mono) = (sem_TyAnn_Mono) -- semantic domain type T_TyAnn = ( Bool,TyAnn,TyAnn) sem_TyAnn_Empty :: T_TyAnn sem_TyAnn_Empty = (case (False) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (TyAnn_Empty) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (TyAnn_Empty) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> ( _lhsOisReplaced,_lhsOrepl,_lhsOself) }) }) }) }) }) sem_TyAnn_Strictness :: Strictness -> T_TyAnn sem_TyAnn_Strictness s_ = (case (False) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (TyAnn_Strictness s_) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (TyAnn_Strictness s_) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> ( _lhsOisReplaced,_lhsOrepl,_lhsOself) }) }) }) }) }) sem_TyAnn_Mono :: T_TyAnn sem_TyAnn_Mono = (case (False) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (TyAnn_Mono) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (TyAnn_Mono) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> ( _lhsOisReplaced,_lhsOrepl,_lhsOself) }) }) }) }) }) -- TyQu -------------------------------------------------------- {- visit 0: synthesized attributes: isReplaced : Bool repl : TyQu self : TyQu alternatives: alternative Forall: child mlev : {MetaLev} visit 0: local repl : _ local self : _ alternative Exists: child mlev : {MetaLev} visit 0: local repl : _ local self : _ alternative Plain: child mlev : {MetaLev} visit 0: local repl : _ local self : _ -} -- cata sem_TyQu :: TyQu -> T_TyQu sem_TyQu (TyQu_Forall _mlev) = (sem_TyQu_Forall _mlev) sem_TyQu (TyQu_Exists _mlev) = (sem_TyQu_Exists _mlev) sem_TyQu (TyQu_Plain _mlev) = (sem_TyQu_Plain _mlev) -- semantic domain type T_TyQu = ( Bool,TyQu,TyQu) sem_TyQu_Forall :: MetaLev -> T_TyQu sem_TyQu_Forall mlev_ = (case (False) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (TyQu_Forall mlev_) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (TyQu_Forall mlev_) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> ( _lhsOisReplaced,_lhsOrepl,_lhsOself) }) }) }) }) }) sem_TyQu_Exists :: MetaLev -> T_TyQu sem_TyQu_Exists mlev_ = (case (False) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (TyQu_Exists mlev_) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (TyQu_Exists mlev_) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> ( _lhsOisReplaced,_lhsOrepl,_lhsOself) }) }) }) }) }) sem_TyQu_Plain :: MetaLev -> T_TyQu sem_TyQu_Plain mlev_ = (case (False) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (TyQu_Plain mlev_) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (TyQu_Plain mlev_) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> ( _lhsOisReplaced,_lhsOrepl,_lhsOself) }) }) }) }) }) -- TyVarCateg -------------------------------------------------- {- visit 0: synthesized attributes: isReplaced : Bool repl : TyVarCateg self : TyVarCateg alternatives: alternative Plain: visit 0: local repl : _ local self : _ alternative Fixed: visit 0: local repl : _ local self : _ alternative Meta: visit 0: local repl : _ local self : _ -} -- cata sem_TyVarCateg :: TyVarCateg -> T_TyVarCateg sem_TyVarCateg (TyVarCateg_Plain) = (sem_TyVarCateg_Plain) sem_TyVarCateg (TyVarCateg_Fixed) = (sem_TyVarCateg_Fixed) sem_TyVarCateg (TyVarCateg_Meta) = (sem_TyVarCateg_Meta) -- semantic domain type T_TyVarCateg = ( Bool,TyVarCateg,TyVarCateg) sem_TyVarCateg_Plain :: T_TyVarCateg sem_TyVarCateg_Plain = (case (False) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (TyVarCateg_Plain) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (TyVarCateg_Plain) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> ( _lhsOisReplaced,_lhsOrepl,_lhsOself) }) }) }) }) }) sem_TyVarCateg_Fixed :: T_TyVarCateg sem_TyVarCateg_Fixed = (case (False) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (TyVarCateg_Fixed) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (TyVarCateg_Fixed) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> ( _lhsOisReplaced,_lhsOrepl,_lhsOself) }) }) }) }) }) sem_TyVarCateg_Meta :: T_TyVarCateg sem_TyVarCateg_Meta = (case (False) of { _lhsOisReplaced | _lhsOisReplaced `seq` (True) -> (case (TyVarCateg_Meta) of { _repl | _repl `seq` (True) -> (case (_repl) of { _lhsOrepl | _lhsOrepl `seq` (True) -> (case (TyVarCateg_Meta) of { _self | _self `seq` (True) -> (case (_self) of { _lhsOself | _lhsOself `seq` (True) -> ( _lhsOisReplaced,_lhsOrepl,_lhsOself) }) }) }) }) })