forked from GitHub/gf-core
Added CFGM format (pm -printer=cfgm) and utf8 conversion for pm.
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@@ -47,3 +47,70 @@ prCanonModInfo = printTree . info2mod
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prGrammar :: CanonGrammar -> String
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prGrammar = printTree . grammar2canon
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-}
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{-
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-- apply a function to all concrete terms in a grammar
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mapConcreteTerms :: (Term -> Term) -> CanonGrammar -> CanonGrammar
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mapConcreteTerms f (M.MGrammar xs) = M.MGrammar $ map (onSnd (onModule f)) xs
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where
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onModule :: (Term -> Term) -> M.ModInfo i f Info -> M.ModInfo i f Info
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onModule f m = case m of
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M.ModMod (m@M.Module{M.jments=js}) ->
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M.ModMod (m{ M.jments = mapTree (onSnd (onInfo f)) js })
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_ -> m
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-- if -utf8 was given, convert from language specific coding
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encode = if oElem useUTF8 opts then setUTF8Flag . canonUTF8 else id
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canonUTF8 = mapConcreteTerms (onTokens (anyCodingToUTF8 opts))
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setUTF8Flag = setFlag "coding" "utf8"
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moduleToUTF8 :: Module Ident Flag Info -> Module Ident Flag Info
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moduleToUTF8 m = m{ jments = mapTree (onSnd }
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where
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code = anyCodingToUTF8 (moduleOpts m)
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moduleOpts = okError . mapM redFlag . flags
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data MGrammar i f a = MGrammar {modules :: [(i,ModInfo i f a)]}
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deriving Show
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data ModInfo i f a =
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ModMainGrammar (MainGrammar i)
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| ModMod (Module i f a)
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| ModWith (ModuleType i) ModuleStatus i [OpenSpec i]
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deriving Show
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data Module i f a = Module {
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mtype :: ModuleType i ,
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mstatus :: ModuleStatus ,
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flags :: [f] ,
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extends :: Maybe i ,
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opens :: [OpenSpec i] ,
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jments :: BinTree (i,a)
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}
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deriving Show
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-- Set a flag in all modules in a grammar
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setFlag :: String -> String -> CanonGrammar -> CanonGrammar
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setFlag n v (M.MGrammar ms) = M.MGrammar $ map (onSnd setFlagMod) ms
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where
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setFlagMod m = case m of
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M.ModMod (m@M.Module{M.flags=fs}) -> M.ModMod $ m{ M.flags = fs' }
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where fs' = Flg (IC n) (IC v):[f | f@(Flg (IC n') _) <- fs, n' /= n]
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_ -> m
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-}
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mapInfoTerms :: (Term -> Term) -> Info -> Info
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mapInfoTerms f i = case i of
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ResOper x a -> ResOper x (f a)
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CncCat x a y -> CncCat x (f a) y
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CncFun x y a z -> CncFun x y (f a) z
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_ -> i
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setFlag :: String -> String -> [Flag] -> [Flag]
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setFlag n v fs = Flg (IC n) (IC v):[f | f@(Flg (IC n') _) <- fs, n' /= n]
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