module HsExpr where
-import Ubiq{-uitous-}
-import HsLoop -- for paranoia checking
+IMP_Ubiq(){-uitous-}
+IMPORT_DELOOPER(HsLoop) -- for paranoia checking
-- friends:
import HsBinds ( HsBinds )
| HsDo [Stmt tyvar uvar id pat] -- "do":one or more stmts
SrcLoc
- | HsDoOut [Stmt tyvar uvar id pat] -- "do":one or more stmts
- id id -- Monad and MonadZero dicts
+ | HsDoOut [Stmt tyvar uvar id pat] -- "do":one or more stmts
+ id -- id for >>=, types applied
+ id -- id for zero, typed applied
SrcLoc
| ListComp (HsExpr tyvar uvar id pat) -- list comprehension
ppHang (ppPStr SLIT("in")) 2 (ppr sty expr)]
pprExpr sty (HsDo stmts _)
- = ppCat [ppPStr SLIT("do"), ppAboves (map (ppr sty) stmts)]
+ = ppHang (ppPStr SLIT("do")) 2 (ppAboves (map (ppr sty) stmts))
pprExpr sty (HsDoOut stmts _ _ _)
- = ppCat [ppPStr SLIT("do"), ppAboves (map (ppr sty) stmts)]
+ = ppHang (ppPStr SLIT("do")) 2 (ppAboves (map (ppr sty) stmts))
pprExpr sty (ListComp expr quals)
= ppHang (ppCat [ppLbrack, pprExpr sty expr, ppChar '|'])
= pp_rbinds sty (pprParendExpr sty aexp) rbinds
pprExpr sty (ExprWithTySig expr sig)
- = ppHang (ppBesides [ppLparen, ppNest 2 (pprExpr sty expr), ppPStr SLIT(" ::")])
- 4 (ppBeside (ppr sty sig) ppRparen)
+ = ppHang (ppBeside (ppNest 2 (pprExpr sty expr)) (ppPStr SLIT(" ::")))
+ 4 (ppr sty sig)
pprExpr sty (ArithSeqIn info)
= ppBracket (ppr sty info)
| ExprStmt (HsExpr tyvar uvar id pat)
SrcLoc
| LetStmt (HsBinds tyvar uvar id pat)
+
+ -- Translations; the types are the "a" and "b" types of the monad.
+ | BindStmtOut pat (HsExpr tyvar uvar id pat) SrcLoc (GenType tyvar uvar) (GenType tyvar uvar)
+ | ExprStmtOut (HsExpr tyvar uvar id pat) SrcLoc (GenType tyvar uvar) (GenType tyvar uvar)
\end{code}
\begin{code}
= ppCat [ppPStr SLIT("let"), ppr sty binds]
ppr sty (ExprStmt expr _)
= ppr sty expr
+ ppr sty (BindStmtOut pat expr _ _ _)
+ = ppCat [ppr sty pat, ppStr "<-", ppr sty expr]
+ ppr sty (ExprStmtOut expr _ _ _)
+ = ppr sty expr
\end{code}
%************************************************************************