BNFC-2.4.1.1: LexBNF.x

-- -*- haskell -*-
-- This Alex file was machine-generated by the BNF converter
{
{-# OPTIONS -fno-warn-incomplete-patterns #-}
module LexBNF where


}


$l = [a-zA-Z\192 - \255] # [\215 \247]    -- isolatin1 letter FIXME
$c = [A-Z\192-\221] # [\215]    -- capital isolatin1 letter FIXME
$s = [a-z\222-\255] # [\247]    -- small isolatin1 letter FIXME
$d = [0-9]                -- digit
$i = [$l $d _ ']          -- identifier character
$u = [\0-\255]          -- universal: any character

@rsyms =    -- symbols and non-identifier-like reserved words
   \: | \; | \. | \: \: \= | \[ | \] | \_ | \( | \) | \, | \= | \| | \- | \* | \+ | \? | \{ | \}

:-
"--" [.]* ; -- Toss single line comments
"{-" ([$u # \-] | \- [$u # \}])* ("-")+ "}" ; 

$white+ ;
@rsyms { tok (\p s -> PT p (TS $ share s)) }

$l $i*   { tok (\p s -> PT p (eitherResIdent (TV . share) s)) }
\" ([$u # [\" \\ \n]] | (\\ (\" | \\ | \' | n | t)))* \"{ tok (\p s -> PT p (TL $ share $ unescapeInitTail s)) }
\' ($u # [\' \\] | \\ [\\ \' n t]) \'  { tok (\p s -> PT p (TC $ share s))  }
$d+      { tok (\p s -> PT p (TI $ share s))    }
$d+ \. $d+ (e (\-)? $d+)? { tok (\p s -> PT p (TD $ share s)) }

{

tok f p s = f p s

share :: String -> String
share = id

data Tok =
   TS !String     -- reserved words and symbols
 | TL !String     -- string literals
 | TI !String     -- integer literals
 | TV !String     -- identifiers
 | TD !String     -- double precision float literals
 | TC !String     -- character literals

 deriving (Eq,Show,Ord)

data Token = 
   PT  Posn Tok
 | Err Posn
  deriving (Eq,Show,Ord)

tokenPos (PT (Pn _ l _) _ :_) = "line " ++ show l
tokenPos (Err (Pn _ l _) :_) = "line " ++ show l
tokenPos _ = "end of file"

posLineCol (Pn _ l c) = (l,c)
mkPosToken t@(PT p _) = (posLineCol p, prToken t)

prToken t = case t of
  PT _ (TS s) -> s
  PT _ (TI s) -> s
  PT _ (TV s) -> s
  PT _ (TD s) -> s
  PT _ (TC s) -> s

  _ -> show t

data BTree = N | B String Tok BTree BTree deriving (Show)

eitherResIdent :: (String -> Tok) -> String -> Tok
eitherResIdent tv s = treeFind resWords
  where
  treeFind N = tv s
  treeFind (B a t left right) | s < a  = treeFind left
                              | s > a  = treeFind right
                              | s == a = t

resWords = b "lower" (b "entrypoints" (b "comment" (b "coercions" (b "char" N N) N) (b "digit" (b "define" N N) N)) (b "layout" (b "internal" (b "eps" N N) N) (b "letter" N N))) (b "terminator" (b "rules" (b "position" (b "nonempty" N N) N) (b "stop" (b "separator" N N) N)) (b "upper" (b "toplevel" (b "token" N N) N) (b "views" N N)))
   where b s = B s (TS s)

unescapeInitTail :: String -> String
unescapeInitTail = unesc . tail where
  unesc s = case s of
    '\\':c:cs | elem c ['\"', '\\', '\''] -> c : unesc cs
    '\\':'n':cs  -> '\n' : unesc cs
    '\\':'t':cs  -> '\t' : unesc cs
    '"':[]    -> []
    c:cs      -> c : unesc cs
    _         -> []

-------------------------------------------------------------------
-- Alex wrapper code.
-- A modified "posn" wrapper.
-------------------------------------------------------------------

data Posn = Pn !Int !Int !Int
      deriving (Eq, Show,Ord)

alexStartPos :: Posn
alexStartPos = Pn 0 1 1

alexMove :: Posn -> Char -> Posn
alexMove (Pn a l c) '\t' = Pn (a+1)  l     (((c+7) `div` 8)*8+1)
alexMove (Pn a l c) '\n' = Pn (a+1) (l+1)   1
alexMove (Pn a l c) _    = Pn (a+1)  l     (c+1)

type AlexInput = (Posn, -- current position,
		  Char,	-- previous char
		  String)	-- current input string

tokens :: String -> [Token]
tokens str = go (alexStartPos, '\n', str)
    where
      go :: (Posn, Char, String) -> [Token]
      go inp@(pos, _, str) =
    	  case alexScan inp 0 of
    	    AlexEOF                -> []
    	    AlexError (pos, _, _)  -> [Err pos]
    	    AlexSkip  inp' len     -> go inp'
    	    AlexToken inp' len act -> act pos (take len str) : (go inp')

alexGetChar :: AlexInput -> Maybe (Char,AlexInput)
alexGetChar (p, c, [])    = Nothing
alexGetChar (p, _, (c:s)) =
    let p' = alexMove p c
     in p' `seq` Just (c, (p', c, s))

alexInputPrevChar :: AlexInput -> Char
alexInputPrevChar (p, c, s) = c
}