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use DirectorySeparator instead of '\' in functions path, root and addext. * in plex and pyacc programs, for unix, try to find installed yyparse.cod using path of paramstr(0). git-svn-id: trunk@40619 -
2530 lines
50 KiB
ObjectPascal
2530 lines
50 KiB
ObjectPascal
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(* Yacc parser template (TP Yacc V3.0), V1.2 6-17-91 AG *)
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(* global definitions: *)
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(*
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TP Yacc - Yet Another Compiler Compiler for Turbo Pascal
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Copyright (C) 1990-92 Albert Graef <ag@muwiinfa.geschichte.uni-mainz.de>
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Copyright (C) 1996 Berend de Boer <berend@pobox.com>
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This program is free software; you can redistribute it and/or modify
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it under the terms of the GNU General Public License as published by
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the Free Software Foundation; either version 2 of the License, or
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(at your option) any later version.
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This program is distributed in the hope that it will be useful,
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but WITHOUT ANY WARRANTY; without even the implied warranty of
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MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
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GNU General Public License for more details.
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You should have received a copy of the GNU General Public License
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along with this program; if not, write to the Free Software
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Foundation, Inc., 675 Mass Ave, Cambridge, MA 02139, USA.
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$Revision: 1.5 $
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$Modtime: 96-08-01 11:24 $
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Last changes:
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Version 3.0 as of April 91
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Version 3.0a as of May 92 (bug fixes in precedence and type information
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updates)
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$History: YACC.PAS $
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*
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* ***************** Version 2 *****************
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* User: Berend Date: 96-10-10 Time: 21:16
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* Updated in $/Lex and Yacc/tply
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* Updated for protected mode, windows and Delphi 1.X and 2.X.
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------------------------- Synopsis ------------------------
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Synopsis yacc [options] yacc-file[.y] [output-file[.pas]]
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Options
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-v "Verbose:" Yacc generates a readable description of the generated
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parser, written to yacc-file with new extension .lst.
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-d "Debug:" Yacc generates parser with debugging output.
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Description
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This is a reimplementation of the popular UNIX compiler generator
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Yacc for MS-DOS and Turbo Pascal.
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Differences from UNIX Yacc:
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- Produces output code for Turbo Pascal, rather than for C.
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- Does not support %union definitions. Instead, a value type is declared
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by specifying the type identifier *itself* as the tag of a %token
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or %type definition. Yacc will automatically generate an appropriate
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yylval variable of a variant record type (YYSType) which is capable of
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holding values of any of the types used in %token and %type.
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Type checking is *very* strict. If you use type definitions, then
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any symbol referred to in an action *must* have a type introduced
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in a type definition. Either the symbol must have been assigned a
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type in the definitions section, or the $<type-identifier> notation
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must be used. The syntax of the %type definition has been changed
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slightly to allow definitions of the form
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%type <type-identifier>
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(omitting the nonterminals) which may be used to declare types which
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are not assigned to any grammar symbol, but are used with the
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$<...> construct.
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- The parse tables constructed by this Yacc version are slightly greater
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than those constructed by UNIX Yacc, since a reduce action will only be
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chosen as the default action if it is the *only* action in the state.
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In difference, UNIX Yacc chooses a reduce action as the default action
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whenever it is the only *reduce* action of the state (even if there are
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other shift actions).
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This solves a bug in UNIX Yacc that makes the generated parser start
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error recovery too late with certain types of error productions (see
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also Schreiner/Friedman, "Introduction to compiler construction with
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UNIX," 1985). Also, errors will be caught sooner in most cases where
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standard Yacc would carry out an additional (default) reduction before
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detecting the error.
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------------------------- Synopsis ------------------------
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*)
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{$X+}
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{$I-}
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program Yacc;
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uses
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{$IFDEF Debug}
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{$IFDEF DPMI}
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{ YaccChk, removed as obsolete,
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YaccChk source not available anymore PM }
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{$ENDIF}
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{$ENDIF}
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YaccLib, YaccBase, YaccMsgs, YaccSem, YaccTabl, YaccPars, SysUtils;
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const ID = 257;
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const C_ID = 258;
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const LITERAL = 259;
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const LITID = 260;
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const NUMBER = 261;
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const PTOKEN = 262;
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const PLEFT = 263;
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const PRIGHT = 264;
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const PNONASSOC = 265;
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const PTYPE = 266;
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const PSTART = 267;
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const PPREC = 268;
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const PP = 269;
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const LCURL = 270;
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const RCURL = 271;
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const ILLEGAL = 272;
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var yylval : YYSType;
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function yylex : Integer; forward;
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function yyparse : Integer;
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var yystate, yysp, yyn : Integer;
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yys : array [1..yymaxdepth] of Integer;
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yyv : array [1..yymaxdepth] of YYSType;
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yyval : YYSType;
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procedure yyaction ( yyruleno : Integer );
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(* local definitions: *)
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begin
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(* actions: *)
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case yyruleno of
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1 : begin
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yyval := yyv[yysp-0];
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end;
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2 : begin
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yyval := yyv[yysp-0];
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end;
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3 : begin
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yyval := yyv[yysp-0];
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end;
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4 : begin
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yyval := yyv[yysp-0];
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end;
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5 : begin
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yyval := yyv[yysp-0];
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end;
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6 : begin
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yyerrok;
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end;
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7 : begin
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yyerrok;
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end;
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8 : begin
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yyerrok;
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end;
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9 : begin
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yyerrok;
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end;
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10 : begin
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yyerrok;
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end;
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11 : begin
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yyerrok;
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end;
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12 : begin
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yyval := yyv[yysp-0];
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end;
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13 : begin
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yyerrok;
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end;
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14 : begin
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yyval := yyv[yysp-0];
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end;
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15 : begin
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yyval := yyv[yysp-0];
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end;
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16 : begin
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error(rcurl_expected);
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end;
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17 : begin
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yyval := yyv[yysp-0];
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end;
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18 : begin
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yyerrok;
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end;
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19 : begin
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yyerrok;
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end;
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20 : begin
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yyerrok;
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end;
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21 : begin
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yyval := yyv[yysp-0];
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end;
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22 : begin
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yyval := yyv[yysp-0];
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end;
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23 : begin
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error(rbrace_expected);
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end;
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24 : begin
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yyval := yyv[yysp-0];
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end;
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25 : begin
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yyval := yyv[yysp-0];
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end;
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26 : begin
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error(rangle_expected);
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end;
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27 : begin
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yyval := yyv[yysp-0];
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end;
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28 : begin
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sort_types;
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definitions;
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next_section;
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end;
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29 : begin
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next_section;
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generate_parser;
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next_section;
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end;
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30 : begin
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yyval := yyv[yysp-5];
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end;
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31 : begin
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end;
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32 : begin
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copy_rest_of_file;
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end;
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33 : begin
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end;
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34 : begin
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yyerrok;
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end;
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35 : begin
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error(error_in_def);
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end;
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36 : begin
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startnt := ntsym(yyv[yysp-0]);
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end;
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37 : begin
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error(ident_expected);
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end;
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38 : begin
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copy_code;
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end;
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39 : begin
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yyval := yyv[yysp-2];
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end;
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40 : begin
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act_prec := 0;
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end;
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41 : begin
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yyval := yyv[yysp-3];
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end;
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42 : begin
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act_prec := new_prec_level(left);
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end;
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43 : begin
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yyval := yyv[yysp-3];
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end;
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44 : begin
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act_prec := new_prec_level(right);
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end;
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45 : begin
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yyval := yyv[yysp-3];
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end;
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46 : begin
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act_prec := new_prec_level(nonassoc);
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end;
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47 : begin
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yyval := yyv[yysp-3];
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end;
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48 : begin
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yyval := yyv[yysp-2];
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end;
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49 : begin
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yyval := yyv[yysp-1];
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end;
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50 : begin
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act_type := 0;
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end;
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51 : begin
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act_type := yyv[yysp-1]; add_type(yyv[yysp-1]);
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end;
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52 : begin
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yyval := yyv[yysp-0];
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end;
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53 : begin
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yyerrok;
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end;
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54 : begin
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yyerrok;
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end;
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55 : begin
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error(ident_expected);
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end;
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56 : begin
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error(error_in_def);
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end;
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57 : begin
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error(ident_expected);
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end;
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58 : begin
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if act_type<>0 then
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sym_type^[yyv[yysp-0]] := act_type;
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if act_prec<>0 then
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sym_prec^[yyv[yysp-0]] := act_prec;
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end;
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59 : begin
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litsym(yyv[yysp-0], 0);
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if act_type<>0 then
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sym_type^[litsym(yyv[yysp-0], 0)] := act_type;
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if act_prec<>0 then
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sym_prec^[litsym(yyv[yysp-0], 0)] := act_prec;
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end;
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60 : begin
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litsym(yyv[yysp-0], 0);
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if act_type<>0 then
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sym_type^[litsym(yyv[yysp-0], 0)] := act_type;
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if act_prec<>0 then
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sym_prec^[litsym(yyv[yysp-0], 0)] := act_prec;
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end;
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61 : begin
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litsym(yyv[yysp-1], 0);
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if act_type<>0 then
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sym_type^[litsym(yyv[yysp-1], yyv[yysp-0])] := act_type;
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if act_prec<>0 then
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sym_prec^[litsym(yyv[yysp-1], 0)] := act_prec;
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end;
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62 : begin
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litsym(yyv[yysp-1], 0);
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if act_type<>0 then
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sym_type^[litsym(yyv[yysp-1], yyv[yysp-0])] := act_type;
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if act_prec<>0 then
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sym_prec^[litsym(yyv[yysp-1], 0)] := act_prec;
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end;
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63 : begin
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yyval := yyv[yysp-0];
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end;
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64 : begin
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yyerrok;
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end;
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65 : begin
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yyerrok;
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end;
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66 : begin
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error(ident_expected);
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end;
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67 : begin
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error(error_in_def);
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end;
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68 : begin
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error(ident_expected);
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end;
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69 : begin
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if act_type<>0 then
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sym_type^[ntsym(yyv[yysp-0])] := act_type;
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end;
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70 : begin
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next_section;
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end;
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71 : begin
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yyval := yyv[yysp-1];
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end;
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72 : begin
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copy_code;
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end;
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73 : begin
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next_section;
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end;
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74 : begin
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yyval := yyv[yysp-4];
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end;
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75 : begin
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yyerrok;
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end;
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76 : begin
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error(error_in_rule);
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end;
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77 : begin
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error(error_in_rule);
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end;
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78 : begin
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start_rule(ntsym(yyv[yysp-0]));
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end;
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79 : begin
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start_body;
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end;
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80 : begin
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end_body;
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end;
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81 : begin
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yyval := yyv[yysp-0];
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end;
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82 : begin
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start_body;
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end;
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83 : begin
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end_body;
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end;
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84 : begin
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end;
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85 : begin
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add_symbol(yyv[yysp-0]); yyerrok;
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end;
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86 : begin
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add_symbol(sym(yyv[yysp-0])); yyerrok;
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end;
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87 : begin
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add_symbol(sym(yyv[yysp-0])); yyerrok;
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end;
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88 : begin
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add_action; yyerrok;
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end;
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89 : begin
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error(error_in_rule);
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end;
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90 : begin
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copy_action;
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end;
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91 : begin
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yyval := yyv[yysp-2];
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end;
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92 : begin
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copy_single_action;
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end;
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93 : begin
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end;
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94 : begin
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add_rule_prec(yyv[yysp-0]);
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end;
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95 : begin
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yyval := yyv[yysp-3];
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end;
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96 : begin
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add_rule_prec(litsym(yyv[yysp-0], 0));
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end;
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97 : begin
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yyval := yyv[yysp-3];
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end;
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98 : begin
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add_rule_prec(litsym(yyv[yysp-0], 0));
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end;
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99 : begin
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yyval := yyv[yysp-3];
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end;
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100 : begin
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yyval := yyv[yysp-1];
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end;
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101 : begin
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end;
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102 : begin
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add_action;
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end;
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end;
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end(*yyaction*);
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(* parse table: *)
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type YYARec = record
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sym, act : Integer;
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end;
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YYRRec = record
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len, sym : Integer;
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end;
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const
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yynacts = 251;
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yyngotos = 146;
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yynstates = 128;
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yynrules = 102;
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yya : array [1..yynacts] of YYARec = (
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{ 0: }
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{ 1: }
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( sym: 256; act: 12 ),
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( sym: 262; act: 13 ),
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( sym: 263; act: 14 ),
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( sym: 264; act: 15 ),
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( sym: 265; act: 16 ),
|
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( sym: 266; act: 17 ),
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( sym: 267; act: 18 ),
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( sym: 269; act: 19 ),
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( sym: 270; act: 20 ),
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{ 2: }
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( sym: 0; act: 0 ),
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{ 3: }
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{ 4: }
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{ 5: }
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{ 6: }
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( sym: 256; act: 24 ),
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( sym: 257; act: 25 ),
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{ 7: }
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( sym: 60; act: 28 ),
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( sym: 256; act: -50 ),
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( sym: 257; act: -50 ),
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( sym: 262; act: -50 ),
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( sym: 263; act: -50 ),
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( sym: 264; act: -50 ),
|
|
( sym: 265; act: -50 ),
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|
( sym: 266; act: -50 ),
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|
( sym: 267; act: -50 ),
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|
( sym: 269; act: -50 ),
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|
( sym: 270; act: -50 ),
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|
{ 8: }
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{ 9: }
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|
{ 10: }
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{ 11: }
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{ 12: }
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{ 13: }
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{ 14: }
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{ 15: }
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|
{ 16: }
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|
{ 17: }
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|
{ 18: }
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|
{ 19: }
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|
{ 20: }
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|
{ 21: }
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|
( sym: 256; act: 34 ),
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|
( sym: 271; act: 35 ),
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|
{ 22: }
|
|
( sym: 256; act: 39 ),
|
|
( sym: 270; act: 20 ),
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|
( sym: 258; act: -70 ),
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{ 23: }
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{ 24: }
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{ 25: }
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{ 26: }
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( sym: 256; act: 43 ),
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( sym: 257; act: 25 ),
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|
( sym: 262; act: -49 ),
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( sym: 263; act: -49 ),
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|
( sym: 264; act: -49 ),
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|
( sym: 265; act: -49 ),
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( sym: 266; act: -49 ),
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|
( sym: 267; act: -49 ),
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( sym: 269; act: -49 ),
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|
( sym: 270; act: -49 ),
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{ 27: }
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( sym: 257; act: 25 ),
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{ 28: }
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{ 29: }
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( sym: 60; act: 28 ),
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( sym: 256; act: -50 ),
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( sym: 257; act: -50 ),
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( sym: 259; act: -50 ),
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( sym: 260; act: -50 ),
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{ 30: }
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( sym: 60; act: 28 ),
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( sym: 256; act: -50 ),
|
|
( sym: 257; act: -50 ),
|
|
( sym: 259; act: -50 ),
|
|
( sym: 260; act: -50 ),
|
|
{ 31: }
|
|
( sym: 60; act: 28 ),
|
|
( sym: 256; act: -50 ),
|
|
( sym: 257; act: -50 ),
|
|
( sym: 259; act: -50 ),
|
|
( sym: 260; act: -50 ),
|
|
{ 32: }
|
|
( sym: 60; act: 28 ),
|
|
( sym: 256; act: -50 ),
|
|
( sym: 257; act: -50 ),
|
|
( sym: 259; act: -50 ),
|
|
( sym: 260; act: -50 ),
|
|
{ 33: }
|
|
{ 34: }
|
|
{ 35: }
|
|
{ 36: }
|
|
( sym: 258; act: 51 ),
|
|
{ 37: }
|
|
( sym: 124; act: 56 ),
|
|
( sym: 256; act: 57 ),
|
|
( sym: 258; act: 51 ),
|
|
( sym: 0; act: -29 ),
|
|
( sym: 269; act: -29 ),
|
|
{ 38: }
|
|
{ 39: }
|
|
{ 40: }
|
|
{ 41: }
|
|
( sym: 44; act: 61 ),
|
|
( sym: 256; act: 62 ),
|
|
( sym: 257; act: 25 ),
|
|
( sym: 262; act: -48 ),
|
|
( sym: 263; act: -48 ),
|
|
( sym: 264; act: -48 ),
|
|
( sym: 265; act: -48 ),
|
|
( sym: 266; act: -48 ),
|
|
( sym: 267; act: -48 ),
|
|
( sym: 269; act: -48 ),
|
|
( sym: 270; act: -48 ),
|
|
{ 42: }
|
|
{ 43: }
|
|
{ 44: }
|
|
( sym: 62; act: 64 ),
|
|
( sym: 256; act: 65 ),
|
|
{ 45: }
|
|
( sym: 256; act: 71 ),
|
|
( sym: 257; act: 25 ),
|
|
( sym: 259; act: 72 ),
|
|
( sym: 260; act: 73 ),
|
|
{ 46: }
|
|
( sym: 256; act: 71 ),
|
|
( sym: 257; act: 25 ),
|
|
( sym: 259; act: 72 ),
|
|
( sym: 260; act: 73 ),
|
|
{ 47: }
|
|
( sym: 256; act: 71 ),
|
|
( sym: 257; act: 25 ),
|
|
( sym: 259; act: 72 ),
|
|
( sym: 260; act: 73 ),
|
|
{ 48: }
|
|
( sym: 256; act: 71 ),
|
|
( sym: 257; act: 25 ),
|
|
( sym: 259; act: 72 ),
|
|
( sym: 260; act: 73 ),
|
|
{ 49: }
|
|
{ 50: }
|
|
{ 51: }
|
|
{ 52: }
|
|
{ 53: }
|
|
{ 54: }
|
|
( sym: 269; act: 19 ),
|
|
( sym: 0; act: -31 ),
|
|
{ 55: }
|
|
{ 56: }
|
|
{ 57: }
|
|
{ 58: }
|
|
( sym: 256; act: 34 ),
|
|
( sym: 271; act: 35 ),
|
|
{ 59: }
|
|
{ 60: }
|
|
( sym: 256; act: 83 ),
|
|
( sym: 257; act: 25 ),
|
|
{ 61: }
|
|
{ 62: }
|
|
{ 63: }
|
|
{ 64: }
|
|
{ 65: }
|
|
{ 66: }
|
|
{ 67: }
|
|
( sym: 44; act: 61 ),
|
|
( sym: 256; act: 86 ),
|
|
( sym: 257; act: 25 ),
|
|
( sym: 259; act: 72 ),
|
|
( sym: 260; act: 73 ),
|
|
( sym: 262; act: -47 ),
|
|
( sym: 263; act: -47 ),
|
|
( sym: 264; act: -47 ),
|
|
( sym: 265; act: -47 ),
|
|
( sym: 266; act: -47 ),
|
|
( sym: 267; act: -47 ),
|
|
( sym: 269; act: -47 ),
|
|
( sym: 270; act: -47 ),
|
|
{ 68: }
|
|
( sym: 261; act: 88 ),
|
|
( sym: 44; act: -59 ),
|
|
( sym: 256; act: -59 ),
|
|
( sym: 257; act: -59 ),
|
|
( sym: 259; act: -59 ),
|
|
( sym: 260; act: -59 ),
|
|
( sym: 262; act: -59 ),
|
|
( sym: 263; act: -59 ),
|
|
( sym: 264; act: -59 ),
|
|
( sym: 265; act: -59 ),
|
|
( sym: 266; act: -59 ),
|
|
( sym: 267; act: -59 ),
|
|
( sym: 269; act: -59 ),
|
|
( sym: 270; act: -59 ),
|
|
{ 69: }
|
|
{ 70: }
|
|
( sym: 261; act: 88 ),
|
|
( sym: 44; act: -60 ),
|
|
( sym: 256; act: -60 ),
|
|
( sym: 257; act: -60 ),
|
|
( sym: 259; act: -60 ),
|
|
( sym: 260; act: -60 ),
|
|
( sym: 262; act: -60 ),
|
|
( sym: 263; act: -60 ),
|
|
( sym: 264; act: -60 ),
|
|
( sym: 265; act: -60 ),
|
|
( sym: 266; act: -60 ),
|
|
( sym: 267; act: -60 ),
|
|
( sym: 269; act: -60 ),
|
|
( sym: 270; act: -60 ),
|
|
{ 71: }
|
|
{ 72: }
|
|
{ 73: }
|
|
{ 74: }
|
|
( sym: 44; act: 61 ),
|
|
( sym: 256; act: 86 ),
|
|
( sym: 257; act: 25 ),
|
|
( sym: 259; act: 72 ),
|
|
( sym: 260; act: 73 ),
|
|
( sym: 262; act: -45 ),
|
|
( sym: 263; act: -45 ),
|
|
( sym: 264; act: -45 ),
|
|
( sym: 265; act: -45 ),
|
|
( sym: 266; act: -45 ),
|
|
( sym: 267; act: -45 ),
|
|
( sym: 269; act: -45 ),
|
|
( sym: 270; act: -45 ),
|
|
{ 75: }
|
|
( sym: 44; act: 61 ),
|
|
( sym: 256; act: 86 ),
|
|
( sym: 257; act: 25 ),
|
|
( sym: 259; act: 72 ),
|
|
( sym: 260; act: 73 ),
|
|
( sym: 262; act: -43 ),
|
|
( sym: 263; act: -43 ),
|
|
( sym: 264; act: -43 ),
|
|
( sym: 265; act: -43 ),
|
|
( sym: 266; act: -43 ),
|
|
( sym: 267; act: -43 ),
|
|
( sym: 269; act: -43 ),
|
|
( sym: 270; act: -43 ),
|
|
{ 76: }
|
|
( sym: 44; act: 61 ),
|
|
( sym: 256; act: 86 ),
|
|
( sym: 257; act: 25 ),
|
|
( sym: 259; act: 72 ),
|
|
( sym: 260; act: 73 ),
|
|
( sym: 262; act: -41 ),
|
|
( sym: 263; act: -41 ),
|
|
( sym: 264; act: -41 ),
|
|
( sym: 265; act: -41 ),
|
|
( sym: 266; act: -41 ),
|
|
( sym: 267; act: -41 ),
|
|
( sym: 269; act: -41 ),
|
|
( sym: 270; act: -41 ),
|
|
{ 77: }
|
|
( sym: 58; act: 91 ),
|
|
{ 78: }
|
|
{ 79: }
|
|
{ 80: }
|
|
{ 81: }
|
|
{ 82: }
|
|
{ 83: }
|
|
{ 84: }
|
|
{ 85: }
|
|
( sym: 256; act: 95 ),
|
|
( sym: 257; act: 25 ),
|
|
( sym: 259; act: 72 ),
|
|
( sym: 260; act: 73 ),
|
|
{ 86: }
|
|
{ 87: }
|
|
{ 88: }
|
|
{ 89: }
|
|
{ 90: }
|
|
{ 91: }
|
|
{ 92: }
|
|
( sym: 61; act: 105 ),
|
|
( sym: 123; act: 106 ),
|
|
( sym: 256; act: 107 ),
|
|
( sym: 257; act: 25 ),
|
|
( sym: 259; act: 72 ),
|
|
( sym: 260; act: 73 ),
|
|
( sym: 268; act: 108 ),
|
|
( sym: 0; act: -93 ),
|
|
( sym: 59; act: -93 ),
|
|
( sym: 124; act: -93 ),
|
|
( sym: 258; act: -93 ),
|
|
( sym: 269; act: -93 ),
|
|
{ 93: }
|
|
( sym: 258; act: 51 ),
|
|
{ 94: }
|
|
{ 95: }
|
|
{ 96: }
|
|
{ 97: }
|
|
{ 98: }
|
|
( sym: 59; act: 112 ),
|
|
( sym: 0; act: -83 ),
|
|
( sym: 124; act: -83 ),
|
|
( sym: 256; act: -83 ),
|
|
( sym: 258; act: -83 ),
|
|
( sym: 269; act: -83 ),
|
|
{ 99: }
|
|
{ 100: }
|
|
{ 101: }
|
|
( sym: 257; act: 25 ),
|
|
( sym: 259; act: 72 ),
|
|
( sym: 260; act: 73 ),
|
|
{ 102: }
|
|
{ 103: }
|
|
{ 104: }
|
|
{ 105: }
|
|
{ 106: }
|
|
{ 107: }
|
|
{ 108: }
|
|
{ 109: }
|
|
{ 110: }
|
|
( sym: 61; act: 105 ),
|
|
( sym: 123; act: 106 ),
|
|
( sym: 256; act: 107 ),
|
|
( sym: 257; act: 25 ),
|
|
( sym: 259; act: 72 ),
|
|
( sym: 260; act: 73 ),
|
|
( sym: 268; act: 108 ),
|
|
( sym: 0; act: -93 ),
|
|
( sym: 59; act: -93 ),
|
|
( sym: 124; act: -93 ),
|
|
( sym: 258; act: -93 ),
|
|
( sym: 269; act: -93 ),
|
|
{ 111: }
|
|
{ 112: }
|
|
{ 113: }
|
|
( sym: 125; act: 119 ),
|
|
( sym: 256; act: 120 ),
|
|
{ 114: }
|
|
{ 115: }
|
|
{ 116: }
|
|
{ 117: }
|
|
( sym: 59; act: 112 ),
|
|
( sym: 0; act: -80 ),
|
|
( sym: 124; act: -80 ),
|
|
( sym: 256; act: -80 ),
|
|
( sym: 258; act: -80 ),
|
|
( sym: 269; act: -80 ),
|
|
{ 118: }
|
|
{ 119: }
|
|
{ 120: }
|
|
{ 121: }
|
|
( sym: 61; act: 105 ),
|
|
( sym: 123; act: 106 ),
|
|
( sym: 0; act: -101 ),
|
|
( sym: 59; act: -101 ),
|
|
( sym: 124; act: -101 ),
|
|
( sym: 256; act: -101 ),
|
|
( sym: 258; act: -101 ),
|
|
( sym: 269; act: -101 ),
|
|
{ 122: }
|
|
( sym: 61; act: 105 ),
|
|
( sym: 123; act: 106 ),
|
|
( sym: 0; act: -101 ),
|
|
( sym: 59; act: -101 ),
|
|
( sym: 124; act: -101 ),
|
|
( sym: 256; act: -101 ),
|
|
( sym: 258; act: -101 ),
|
|
( sym: 269; act: -101 ),
|
|
{ 123: }
|
|
( sym: 61; act: 105 ),
|
|
( sym: 123; act: 106 ),
|
|
( sym: 0; act: -101 ),
|
|
( sym: 59; act: -101 ),
|
|
( sym: 124; act: -101 ),
|
|
( sym: 256; act: -101 ),
|
|
( sym: 258; act: -101 ),
|
|
( sym: 269; act: -101 )
|
|
{ 124: }
|
|
{ 125: }
|
|
{ 126: }
|
|
{ 127: }
|
|
);
|
|
|
|
yyg : array [1..yyngotos] of YYARec = (
|
|
{ 0: }
|
|
( sym: -27; act: 1 ),
|
|
( sym: -2; act: 2 ),
|
|
{ 1: }
|
|
( sym: -32; act: 3 ),
|
|
( sym: -16; act: 4 ),
|
|
( sym: -15; act: 5 ),
|
|
( sym: -13; act: 6 ),
|
|
( sym: -12; act: 7 ),
|
|
( sym: -11; act: 8 ),
|
|
( sym: -10; act: 9 ),
|
|
( sym: -9; act: 10 ),
|
|
( sym: -8; act: 11 ),
|
|
{ 2: }
|
|
{ 3: }
|
|
{ 4: }
|
|
( sym: -33; act: 21 ),
|
|
{ 5: }
|
|
( sym: -29; act: 22 ),
|
|
{ 6: }
|
|
( sym: -3; act: 23 ),
|
|
{ 7: }
|
|
( sym: -34; act: 26 ),
|
|
( sym: -24; act: 27 ),
|
|
{ 8: }
|
|
( sym: -39; act: 29 ),
|
|
{ 9: }
|
|
( sym: -38; act: 30 ),
|
|
{ 10: }
|
|
( sym: -37; act: 31 ),
|
|
{ 11: }
|
|
( sym: -35; act: 32 ),
|
|
{ 12: }
|
|
{ 13: }
|
|
{ 14: }
|
|
{ 15: }
|
|
{ 16: }
|
|
{ 17: }
|
|
{ 18: }
|
|
{ 19: }
|
|
{ 20: }
|
|
{ 21: }
|
|
( sym: -17; act: 33 ),
|
|
{ 22: }
|
|
( sym: -44; act: 36 ),
|
|
( sym: -28; act: 37 ),
|
|
( sym: -16; act: 38 ),
|
|
{ 23: }
|
|
{ 24: }
|
|
{ 25: }
|
|
{ 26: }
|
|
( sym: -42; act: 40 ),
|
|
( sym: -40; act: 41 ),
|
|
( sym: -3; act: 42 ),
|
|
{ 27: }
|
|
( sym: -3; act: 44 ),
|
|
{ 28: }
|
|
{ 29: }
|
|
( sym: -34; act: 45 ),
|
|
( sym: -24; act: 27 ),
|
|
{ 30: }
|
|
( sym: -34; act: 46 ),
|
|
( sym: -24; act: 27 ),
|
|
{ 31: }
|
|
( sym: -34; act: 47 ),
|
|
( sym: -24; act: 27 ),
|
|
{ 32: }
|
|
( sym: -34; act: 48 ),
|
|
( sym: -24; act: 27 ),
|
|
{ 33: }
|
|
{ 34: }
|
|
{ 35: }
|
|
{ 36: }
|
|
( sym: -43; act: 49 ),
|
|
( sym: -4; act: 50 ),
|
|
{ 37: }
|
|
( sym: -47; act: 52 ),
|
|
( sym: -43; act: 53 ),
|
|
( sym: -31; act: 54 ),
|
|
( sym: -21; act: 55 ),
|
|
( sym: -4; act: 50 ),
|
|
{ 38: }
|
|
( sym: -45; act: 58 ),
|
|
{ 39: }
|
|
{ 40: }
|
|
{ 41: }
|
|
( sym: -42; act: 59 ),
|
|
( sym: -18; act: 60 ),
|
|
( sym: -3; act: 42 ),
|
|
{ 42: }
|
|
{ 43: }
|
|
{ 44: }
|
|
( sym: -25; act: 63 ),
|
|
{ 45: }
|
|
( sym: -41; act: 66 ),
|
|
( sym: -36; act: 67 ),
|
|
( sym: -6; act: 68 ),
|
|
( sym: -5; act: 69 ),
|
|
( sym: -3; act: 70 ),
|
|
{ 46: }
|
|
( sym: -41; act: 66 ),
|
|
( sym: -36; act: 74 ),
|
|
( sym: -6; act: 68 ),
|
|
( sym: -5; act: 69 ),
|
|
( sym: -3; act: 70 ),
|
|
{ 47: }
|
|
( sym: -41; act: 66 ),
|
|
( sym: -36; act: 75 ),
|
|
( sym: -6; act: 68 ),
|
|
( sym: -5; act: 69 ),
|
|
( sym: -3; act: 70 ),
|
|
{ 48: }
|
|
( sym: -41; act: 66 ),
|
|
( sym: -36; act: 76 ),
|
|
( sym: -6; act: 68 ),
|
|
( sym: -5; act: 69 ),
|
|
( sym: -3; act: 70 ),
|
|
{ 49: }
|
|
{ 50: }
|
|
( sym: -48; act: 77 ),
|
|
{ 51: }
|
|
{ 52: }
|
|
{ 53: }
|
|
{ 54: }
|
|
( sym: -30; act: 78 ),
|
|
( sym: -15; act: 79 ),
|
|
{ 55: }
|
|
( sym: -52; act: 80 ),
|
|
{ 56: }
|
|
{ 57: }
|
|
{ 58: }
|
|
( sym: -17; act: 81 ),
|
|
{ 59: }
|
|
{ 60: }
|
|
( sym: -42; act: 82 ),
|
|
( sym: -3; act: 42 ),
|
|
{ 61: }
|
|
{ 62: }
|
|
{ 63: }
|
|
{ 64: }
|
|
{ 65: }
|
|
{ 66: }
|
|
{ 67: }
|
|
( sym: -41; act: 84 ),
|
|
( sym: -18; act: 85 ),
|
|
( sym: -6; act: 68 ),
|
|
( sym: -5; act: 69 ),
|
|
( sym: -3; act: 70 ),
|
|
{ 68: }
|
|
( sym: -7; act: 87 ),
|
|
{ 69: }
|
|
{ 70: }
|
|
( sym: -7; act: 89 ),
|
|
{ 71: }
|
|
{ 72: }
|
|
{ 73: }
|
|
{ 74: }
|
|
( sym: -41; act: 84 ),
|
|
( sym: -18; act: 85 ),
|
|
( sym: -6; act: 68 ),
|
|
( sym: -5; act: 69 ),
|
|
( sym: -3; act: 70 ),
|
|
{ 75: }
|
|
( sym: -41; act: 84 ),
|
|
( sym: -18; act: 85 ),
|
|
( sym: -6; act: 68 ),
|
|
( sym: -5; act: 69 ),
|
|
( sym: -3; act: 70 ),
|
|
{ 76: }
|
|
( sym: -41; act: 84 ),
|
|
( sym: -18; act: 85 ),
|
|
( sym: -6; act: 68 ),
|
|
( sym: -5; act: 69 ),
|
|
( sym: -3; act: 70 ),
|
|
{ 77: }
|
|
( sym: -19; act: 90 ),
|
|
{ 78: }
|
|
{ 79: }
|
|
{ 80: }
|
|
( sym: -49; act: 92 ),
|
|
{ 81: }
|
|
( sym: -46; act: 93 ),
|
|
{ 82: }
|
|
{ 83: }
|
|
{ 84: }
|
|
{ 85: }
|
|
( sym: -41; act: 94 ),
|
|
( sym: -6; act: 68 ),
|
|
( sym: -5; act: 69 ),
|
|
( sym: -3; act: 70 ),
|
|
{ 86: }
|
|
{ 87: }
|
|
{ 88: }
|
|
{ 89: }
|
|
{ 90: }
|
|
( sym: -50; act: 96 ),
|
|
{ 91: }
|
|
{ 92: }
|
|
( sym: -53; act: 97 ),
|
|
( sym: -51; act: 98 ),
|
|
( sym: -26; act: 99 ),
|
|
( sym: -22; act: 100 ),
|
|
( sym: -14; act: 101 ),
|
|
( sym: -6; act: 102 ),
|
|
( sym: -5; act: 103 ),
|
|
( sym: -3; act: 104 ),
|
|
{ 93: }
|
|
( sym: -43; act: 109 ),
|
|
( sym: -4; act: 50 ),
|
|
{ 94: }
|
|
{ 95: }
|
|
{ 96: }
|
|
( sym: -49; act: 110 ),
|
|
{ 97: }
|
|
{ 98: }
|
|
( sym: -20; act: 111 ),
|
|
{ 99: }
|
|
{ 100: }
|
|
( sym: -54; act: 113 ),
|
|
{ 101: }
|
|
( sym: -6; act: 114 ),
|
|
( sym: -5; act: 115 ),
|
|
( sym: -3; act: 116 ),
|
|
{ 102: }
|
|
{ 103: }
|
|
{ 104: }
|
|
{ 105: }
|
|
{ 106: }
|
|
{ 107: }
|
|
{ 108: }
|
|
{ 109: }
|
|
{ 110: }
|
|
( sym: -53; act: 97 ),
|
|
( sym: -51; act: 117 ),
|
|
( sym: -26; act: 99 ),
|
|
( sym: -22; act: 100 ),
|
|
( sym: -14; act: 101 ),
|
|
( sym: -6; act: 102 ),
|
|
( sym: -5; act: 103 ),
|
|
( sym: -3; act: 104 ),
|
|
{ 111: }
|
|
{ 112: }
|
|
{ 113: }
|
|
( sym: -23; act: 118 ),
|
|
{ 114: }
|
|
( sym: -57; act: 121 ),
|
|
{ 115: }
|
|
( sym: -56; act: 122 ),
|
|
{ 116: }
|
|
( sym: -58; act: 123 ),
|
|
{ 117: }
|
|
( sym: -20; act: 111 ),
|
|
{ 118: }
|
|
{ 119: }
|
|
{ 120: }
|
|
{ 121: }
|
|
( sym: -55; act: 124 ),
|
|
( sym: -53; act: 125 ),
|
|
( sym: -26; act: 99 ),
|
|
( sym: -22; act: 100 ),
|
|
{ 122: }
|
|
( sym: -55; act: 126 ),
|
|
( sym: -53; act: 125 ),
|
|
( sym: -26; act: 99 ),
|
|
( sym: -22; act: 100 ),
|
|
{ 123: }
|
|
( sym: -55; act: 127 ),
|
|
( sym: -53; act: 125 ),
|
|
( sym: -26; act: 99 ),
|
|
( sym: -22; act: 100 )
|
|
{ 124: }
|
|
{ 125: }
|
|
{ 126: }
|
|
{ 127: }
|
|
);
|
|
|
|
yyd : array [0..yynstates-1] of Integer = (
|
|
{ 0: } -33,
|
|
{ 1: } 0,
|
|
{ 2: } 0,
|
|
{ 3: } -34,
|
|
{ 4: } -38,
|
|
{ 5: } -28,
|
|
{ 6: } 0,
|
|
{ 7: } 0,
|
|
{ 8: } -46,
|
|
{ 9: } -44,
|
|
{ 10: } -42,
|
|
{ 11: } -40,
|
|
{ 12: } -35,
|
|
{ 13: } -6,
|
|
{ 14: } -7,
|
|
{ 15: } -8,
|
|
{ 16: } -9,
|
|
{ 17: } -10,
|
|
{ 18: } -11,
|
|
{ 19: } -13,
|
|
{ 20: } -14,
|
|
{ 21: } 0,
|
|
{ 22: } 0,
|
|
{ 23: } -36,
|
|
{ 24: } -37,
|
|
{ 25: } -1,
|
|
{ 26: } 0,
|
|
{ 27: } 0,
|
|
{ 28: } -24,
|
|
{ 29: } 0,
|
|
{ 30: } 0,
|
|
{ 31: } 0,
|
|
{ 32: } 0,
|
|
{ 33: } -39,
|
|
{ 34: } -16,
|
|
{ 35: } -15,
|
|
{ 36: } 0,
|
|
{ 37: } 0,
|
|
{ 38: } -72,
|
|
{ 39: } -76,
|
|
{ 40: } -63,
|
|
{ 41: } 0,
|
|
{ 42: } -69,
|
|
{ 43: } -66,
|
|
{ 44: } 0,
|
|
{ 45: } 0,
|
|
{ 46: } 0,
|
|
{ 47: } 0,
|
|
{ 48: } 0,
|
|
{ 49: } -71,
|
|
{ 50: } -78,
|
|
{ 51: } -2,
|
|
{ 52: } -75,
|
|
{ 53: } -81,
|
|
{ 54: } 0,
|
|
{ 55: } -82,
|
|
{ 56: } -20,
|
|
{ 57: } -77,
|
|
{ 58: } 0,
|
|
{ 59: } -64,
|
|
{ 60: } 0,
|
|
{ 61: } -17,
|
|
{ 62: } -67,
|
|
{ 63: } -51,
|
|
{ 64: } -25,
|
|
{ 65: } -26,
|
|
{ 66: } -52,
|
|
{ 67: } 0,
|
|
{ 68: } 0,
|
|
{ 69: } -58,
|
|
{ 70: } 0,
|
|
{ 71: } -55,
|
|
{ 72: } -3,
|
|
{ 73: } -4,
|
|
{ 74: } 0,
|
|
{ 75: } 0,
|
|
{ 76: } 0,
|
|
{ 77: } 0,
|
|
{ 78: } -30,
|
|
{ 79: } -32,
|
|
{ 80: } -84,
|
|
{ 81: } -73,
|
|
{ 82: } -65,
|
|
{ 83: } -68,
|
|
{ 84: } -53,
|
|
{ 85: } 0,
|
|
{ 86: } -56,
|
|
{ 87: } -61,
|
|
{ 88: } -5,
|
|
{ 89: } -62,
|
|
{ 90: } -79,
|
|
{ 91: } -18,
|
|
{ 92: } 0,
|
|
{ 93: } 0,
|
|
{ 94: } -54,
|
|
{ 95: } -57,
|
|
{ 96: } -84,
|
|
{ 97: } -88,
|
|
{ 98: } 0,
|
|
{ 99: } -92,
|
|
{ 100: } -90,
|
|
{ 101: } 0,
|
|
{ 102: } -86,
|
|
{ 103: } -85,
|
|
{ 104: } -87,
|
|
{ 105: } -27,
|
|
{ 106: } -21,
|
|
{ 107: } -89,
|
|
{ 108: } -12,
|
|
{ 109: } -74,
|
|
{ 110: } 0,
|
|
{ 111: } -100,
|
|
{ 112: } -19,
|
|
{ 113: } 0,
|
|
{ 114: } -96,
|
|
{ 115: } -94,
|
|
{ 116: } -98,
|
|
{ 117: } 0,
|
|
{ 118: } -91,
|
|
{ 119: } -22,
|
|
{ 120: } -23,
|
|
{ 121: } 0,
|
|
{ 122: } 0,
|
|
{ 123: } 0,
|
|
{ 124: } -97,
|
|
{ 125: } -102,
|
|
{ 126: } -95,
|
|
{ 127: } -99
|
|
);
|
|
|
|
yyal : array [0..yynstates-1] of Integer = (
|
|
{ 0: } 1,
|
|
{ 1: } 1,
|
|
{ 2: } 10,
|
|
{ 3: } 11,
|
|
{ 4: } 11,
|
|
{ 5: } 11,
|
|
{ 6: } 11,
|
|
{ 7: } 13,
|
|
{ 8: } 24,
|
|
{ 9: } 24,
|
|
{ 10: } 24,
|
|
{ 11: } 24,
|
|
{ 12: } 24,
|
|
{ 13: } 24,
|
|
{ 14: } 24,
|
|
{ 15: } 24,
|
|
{ 16: } 24,
|
|
{ 17: } 24,
|
|
{ 18: } 24,
|
|
{ 19: } 24,
|
|
{ 20: } 24,
|
|
{ 21: } 24,
|
|
{ 22: } 26,
|
|
{ 23: } 29,
|
|
{ 24: } 29,
|
|
{ 25: } 29,
|
|
{ 26: } 29,
|
|
{ 27: } 39,
|
|
{ 28: } 40,
|
|
{ 29: } 40,
|
|
{ 30: } 45,
|
|
{ 31: } 50,
|
|
{ 32: } 55,
|
|
{ 33: } 60,
|
|
{ 34: } 60,
|
|
{ 35: } 60,
|
|
{ 36: } 60,
|
|
{ 37: } 61,
|
|
{ 38: } 66,
|
|
{ 39: } 66,
|
|
{ 40: } 66,
|
|
{ 41: } 66,
|
|
{ 42: } 77,
|
|
{ 43: } 77,
|
|
{ 44: } 77,
|
|
{ 45: } 79,
|
|
{ 46: } 83,
|
|
{ 47: } 87,
|
|
{ 48: } 91,
|
|
{ 49: } 95,
|
|
{ 50: } 95,
|
|
{ 51: } 95,
|
|
{ 52: } 95,
|
|
{ 53: } 95,
|
|
{ 54: } 95,
|
|
{ 55: } 97,
|
|
{ 56: } 97,
|
|
{ 57: } 97,
|
|
{ 58: } 97,
|
|
{ 59: } 99,
|
|
{ 60: } 99,
|
|
{ 61: } 101,
|
|
{ 62: } 101,
|
|
{ 63: } 101,
|
|
{ 64: } 101,
|
|
{ 65: } 101,
|
|
{ 66: } 101,
|
|
{ 67: } 101,
|
|
{ 68: } 114,
|
|
{ 69: } 128,
|
|
{ 70: } 128,
|
|
{ 71: } 142,
|
|
{ 72: } 142,
|
|
{ 73: } 142,
|
|
{ 74: } 142,
|
|
{ 75: } 155,
|
|
{ 76: } 168,
|
|
{ 77: } 181,
|
|
{ 78: } 182,
|
|
{ 79: } 182,
|
|
{ 80: } 182,
|
|
{ 81: } 182,
|
|
{ 82: } 182,
|
|
{ 83: } 182,
|
|
{ 84: } 182,
|
|
{ 85: } 182,
|
|
{ 86: } 186,
|
|
{ 87: } 186,
|
|
{ 88: } 186,
|
|
{ 89: } 186,
|
|
{ 90: } 186,
|
|
{ 91: } 186,
|
|
{ 92: } 186,
|
|
{ 93: } 198,
|
|
{ 94: } 199,
|
|
{ 95: } 199,
|
|
{ 96: } 199,
|
|
{ 97: } 199,
|
|
{ 98: } 199,
|
|
{ 99: } 205,
|
|
{ 100: } 205,
|
|
{ 101: } 205,
|
|
{ 102: } 208,
|
|
{ 103: } 208,
|
|
{ 104: } 208,
|
|
{ 105: } 208,
|
|
{ 106: } 208,
|
|
{ 107: } 208,
|
|
{ 108: } 208,
|
|
{ 109: } 208,
|
|
{ 110: } 208,
|
|
{ 111: } 220,
|
|
{ 112: } 220,
|
|
{ 113: } 220,
|
|
{ 114: } 222,
|
|
{ 115: } 222,
|
|
{ 116: } 222,
|
|
{ 117: } 222,
|
|
{ 118: } 228,
|
|
{ 119: } 228,
|
|
{ 120: } 228,
|
|
{ 121: } 228,
|
|
{ 122: } 236,
|
|
{ 123: } 244,
|
|
{ 124: } 252,
|
|
{ 125: } 252,
|
|
{ 126: } 252,
|
|
{ 127: } 252
|
|
);
|
|
|
|
yyah : array [0..yynstates-1] of Integer = (
|
|
{ 0: } 0,
|
|
{ 1: } 9,
|
|
{ 2: } 10,
|
|
{ 3: } 10,
|
|
{ 4: } 10,
|
|
{ 5: } 10,
|
|
{ 6: } 12,
|
|
{ 7: } 23,
|
|
{ 8: } 23,
|
|
{ 9: } 23,
|
|
{ 10: } 23,
|
|
{ 11: } 23,
|
|
{ 12: } 23,
|
|
{ 13: } 23,
|
|
{ 14: } 23,
|
|
{ 15: } 23,
|
|
{ 16: } 23,
|
|
{ 17: } 23,
|
|
{ 18: } 23,
|
|
{ 19: } 23,
|
|
{ 20: } 23,
|
|
{ 21: } 25,
|
|
{ 22: } 28,
|
|
{ 23: } 28,
|
|
{ 24: } 28,
|
|
{ 25: } 28,
|
|
{ 26: } 38,
|
|
{ 27: } 39,
|
|
{ 28: } 39,
|
|
{ 29: } 44,
|
|
{ 30: } 49,
|
|
{ 31: } 54,
|
|
{ 32: } 59,
|
|
{ 33: } 59,
|
|
{ 34: } 59,
|
|
{ 35: } 59,
|
|
{ 36: } 60,
|
|
{ 37: } 65,
|
|
{ 38: } 65,
|
|
{ 39: } 65,
|
|
{ 40: } 65,
|
|
{ 41: } 76,
|
|
{ 42: } 76,
|
|
{ 43: } 76,
|
|
{ 44: } 78,
|
|
{ 45: } 82,
|
|
{ 46: } 86,
|
|
{ 47: } 90,
|
|
{ 48: } 94,
|
|
{ 49: } 94,
|
|
{ 50: } 94,
|
|
{ 51: } 94,
|
|
{ 52: } 94,
|
|
{ 53: } 94,
|
|
{ 54: } 96,
|
|
{ 55: } 96,
|
|
{ 56: } 96,
|
|
{ 57: } 96,
|
|
{ 58: } 98,
|
|
{ 59: } 98,
|
|
{ 60: } 100,
|
|
{ 61: } 100,
|
|
{ 62: } 100,
|
|
{ 63: } 100,
|
|
{ 64: } 100,
|
|
{ 65: } 100,
|
|
{ 66: } 100,
|
|
{ 67: } 113,
|
|
{ 68: } 127,
|
|
{ 69: } 127,
|
|
{ 70: } 141,
|
|
{ 71: } 141,
|
|
{ 72: } 141,
|
|
{ 73: } 141,
|
|
{ 74: } 154,
|
|
{ 75: } 167,
|
|
{ 76: } 180,
|
|
{ 77: } 181,
|
|
{ 78: } 181,
|
|
{ 79: } 181,
|
|
{ 80: } 181,
|
|
{ 81: } 181,
|
|
{ 82: } 181,
|
|
{ 83: } 181,
|
|
{ 84: } 181,
|
|
{ 85: } 185,
|
|
{ 86: } 185,
|
|
{ 87: } 185,
|
|
{ 88: } 185,
|
|
{ 89: } 185,
|
|
{ 90: } 185,
|
|
{ 91: } 185,
|
|
{ 92: } 197,
|
|
{ 93: } 198,
|
|
{ 94: } 198,
|
|
{ 95: } 198,
|
|
{ 96: } 198,
|
|
{ 97: } 198,
|
|
{ 98: } 204,
|
|
{ 99: } 204,
|
|
{ 100: } 204,
|
|
{ 101: } 207,
|
|
{ 102: } 207,
|
|
{ 103: } 207,
|
|
{ 104: } 207,
|
|
{ 105: } 207,
|
|
{ 106: } 207,
|
|
{ 107: } 207,
|
|
{ 108: } 207,
|
|
{ 109: } 207,
|
|
{ 110: } 219,
|
|
{ 111: } 219,
|
|
{ 112: } 219,
|
|
{ 113: } 221,
|
|
{ 114: } 221,
|
|
{ 115: } 221,
|
|
{ 116: } 221,
|
|
{ 117: } 227,
|
|
{ 118: } 227,
|
|
{ 119: } 227,
|
|
{ 120: } 227,
|
|
{ 121: } 235,
|
|
{ 122: } 243,
|
|
{ 123: } 251,
|
|
{ 124: } 251,
|
|
{ 125: } 251,
|
|
{ 126: } 251,
|
|
{ 127: } 251
|
|
);
|
|
|
|
yygl : array [0..yynstates-1] of Integer = (
|
|
{ 0: } 1,
|
|
{ 1: } 3,
|
|
{ 2: } 12,
|
|
{ 3: } 12,
|
|
{ 4: } 12,
|
|
{ 5: } 13,
|
|
{ 6: } 14,
|
|
{ 7: } 15,
|
|
{ 8: } 17,
|
|
{ 9: } 18,
|
|
{ 10: } 19,
|
|
{ 11: } 20,
|
|
{ 12: } 21,
|
|
{ 13: } 21,
|
|
{ 14: } 21,
|
|
{ 15: } 21,
|
|
{ 16: } 21,
|
|
{ 17: } 21,
|
|
{ 18: } 21,
|
|
{ 19: } 21,
|
|
{ 20: } 21,
|
|
{ 21: } 21,
|
|
{ 22: } 22,
|
|
{ 23: } 25,
|
|
{ 24: } 25,
|
|
{ 25: } 25,
|
|
{ 26: } 25,
|
|
{ 27: } 28,
|
|
{ 28: } 29,
|
|
{ 29: } 29,
|
|
{ 30: } 31,
|
|
{ 31: } 33,
|
|
{ 32: } 35,
|
|
{ 33: } 37,
|
|
{ 34: } 37,
|
|
{ 35: } 37,
|
|
{ 36: } 37,
|
|
{ 37: } 39,
|
|
{ 38: } 44,
|
|
{ 39: } 45,
|
|
{ 40: } 45,
|
|
{ 41: } 45,
|
|
{ 42: } 48,
|
|
{ 43: } 48,
|
|
{ 44: } 48,
|
|
{ 45: } 49,
|
|
{ 46: } 54,
|
|
{ 47: } 59,
|
|
{ 48: } 64,
|
|
{ 49: } 69,
|
|
{ 50: } 69,
|
|
{ 51: } 70,
|
|
{ 52: } 70,
|
|
{ 53: } 70,
|
|
{ 54: } 70,
|
|
{ 55: } 72,
|
|
{ 56: } 73,
|
|
{ 57: } 73,
|
|
{ 58: } 73,
|
|
{ 59: } 74,
|
|
{ 60: } 74,
|
|
{ 61: } 76,
|
|
{ 62: } 76,
|
|
{ 63: } 76,
|
|
{ 64: } 76,
|
|
{ 65: } 76,
|
|
{ 66: } 76,
|
|
{ 67: } 76,
|
|
{ 68: } 81,
|
|
{ 69: } 82,
|
|
{ 70: } 82,
|
|
{ 71: } 83,
|
|
{ 72: } 83,
|
|
{ 73: } 83,
|
|
{ 74: } 83,
|
|
{ 75: } 88,
|
|
{ 76: } 93,
|
|
{ 77: } 98,
|
|
{ 78: } 99,
|
|
{ 79: } 99,
|
|
{ 80: } 99,
|
|
{ 81: } 100,
|
|
{ 82: } 101,
|
|
{ 83: } 101,
|
|
{ 84: } 101,
|
|
{ 85: } 101,
|
|
{ 86: } 105,
|
|
{ 87: } 105,
|
|
{ 88: } 105,
|
|
{ 89: } 105,
|
|
{ 90: } 105,
|
|
{ 91: } 106,
|
|
{ 92: } 106,
|
|
{ 93: } 114,
|
|
{ 94: } 116,
|
|
{ 95: } 116,
|
|
{ 96: } 116,
|
|
{ 97: } 117,
|
|
{ 98: } 117,
|
|
{ 99: } 118,
|
|
{ 100: } 118,
|
|
{ 101: } 119,
|
|
{ 102: } 122,
|
|
{ 103: } 122,
|
|
{ 104: } 122,
|
|
{ 105: } 122,
|
|
{ 106: } 122,
|
|
{ 107: } 122,
|
|
{ 108: } 122,
|
|
{ 109: } 122,
|
|
{ 110: } 122,
|
|
{ 111: } 130,
|
|
{ 112: } 130,
|
|
{ 113: } 130,
|
|
{ 114: } 131,
|
|
{ 115: } 132,
|
|
{ 116: } 133,
|
|
{ 117: } 134,
|
|
{ 118: } 135,
|
|
{ 119: } 135,
|
|
{ 120: } 135,
|
|
{ 121: } 135,
|
|
{ 122: } 139,
|
|
{ 123: } 143,
|
|
{ 124: } 147,
|
|
{ 125: } 147,
|
|
{ 126: } 147,
|
|
{ 127: } 147
|
|
);
|
|
|
|
yygh : array [0..yynstates-1] of Integer = (
|
|
{ 0: } 2,
|
|
{ 1: } 11,
|
|
{ 2: } 11,
|
|
{ 3: } 11,
|
|
{ 4: } 12,
|
|
{ 5: } 13,
|
|
{ 6: } 14,
|
|
{ 7: } 16,
|
|
{ 8: } 17,
|
|
{ 9: } 18,
|
|
{ 10: } 19,
|
|
{ 11: } 20,
|
|
{ 12: } 20,
|
|
{ 13: } 20,
|
|
{ 14: } 20,
|
|
{ 15: } 20,
|
|
{ 16: } 20,
|
|
{ 17: } 20,
|
|
{ 18: } 20,
|
|
{ 19: } 20,
|
|
{ 20: } 20,
|
|
{ 21: } 21,
|
|
{ 22: } 24,
|
|
{ 23: } 24,
|
|
{ 24: } 24,
|
|
{ 25: } 24,
|
|
{ 26: } 27,
|
|
{ 27: } 28,
|
|
{ 28: } 28,
|
|
{ 29: } 30,
|
|
{ 30: } 32,
|
|
{ 31: } 34,
|
|
{ 32: } 36,
|
|
{ 33: } 36,
|
|
{ 34: } 36,
|
|
{ 35: } 36,
|
|
{ 36: } 38,
|
|
{ 37: } 43,
|
|
{ 38: } 44,
|
|
{ 39: } 44,
|
|
{ 40: } 44,
|
|
{ 41: } 47,
|
|
{ 42: } 47,
|
|
{ 43: } 47,
|
|
{ 44: } 48,
|
|
{ 45: } 53,
|
|
{ 46: } 58,
|
|
{ 47: } 63,
|
|
{ 48: } 68,
|
|
{ 49: } 68,
|
|
{ 50: } 69,
|
|
{ 51: } 69,
|
|
{ 52: } 69,
|
|
{ 53: } 69,
|
|
{ 54: } 71,
|
|
{ 55: } 72,
|
|
{ 56: } 72,
|
|
{ 57: } 72,
|
|
{ 58: } 73,
|
|
{ 59: } 73,
|
|
{ 60: } 75,
|
|
{ 61: } 75,
|
|
{ 62: } 75,
|
|
{ 63: } 75,
|
|
{ 64: } 75,
|
|
{ 65: } 75,
|
|
{ 66: } 75,
|
|
{ 67: } 80,
|
|
{ 68: } 81,
|
|
{ 69: } 81,
|
|
{ 70: } 82,
|
|
{ 71: } 82,
|
|
{ 72: } 82,
|
|
{ 73: } 82,
|
|
{ 74: } 87,
|
|
{ 75: } 92,
|
|
{ 76: } 97,
|
|
{ 77: } 98,
|
|
{ 78: } 98,
|
|
{ 79: } 98,
|
|
{ 80: } 99,
|
|
{ 81: } 100,
|
|
{ 82: } 100,
|
|
{ 83: } 100,
|
|
{ 84: } 100,
|
|
{ 85: } 104,
|
|
{ 86: } 104,
|
|
{ 87: } 104,
|
|
{ 88: } 104,
|
|
{ 89: } 104,
|
|
{ 90: } 105,
|
|
{ 91: } 105,
|
|
{ 92: } 113,
|
|
{ 93: } 115,
|
|
{ 94: } 115,
|
|
{ 95: } 115,
|
|
{ 96: } 116,
|
|
{ 97: } 116,
|
|
{ 98: } 117,
|
|
{ 99: } 117,
|
|
{ 100: } 118,
|
|
{ 101: } 121,
|
|
{ 102: } 121,
|
|
{ 103: } 121,
|
|
{ 104: } 121,
|
|
{ 105: } 121,
|
|
{ 106: } 121,
|
|
{ 107: } 121,
|
|
{ 108: } 121,
|
|
{ 109: } 121,
|
|
{ 110: } 129,
|
|
{ 111: } 129,
|
|
{ 112: } 129,
|
|
{ 113: } 130,
|
|
{ 114: } 131,
|
|
{ 115: } 132,
|
|
{ 116: } 133,
|
|
{ 117: } 134,
|
|
{ 118: } 134,
|
|
{ 119: } 134,
|
|
{ 120: } 134,
|
|
{ 121: } 138,
|
|
{ 122: } 142,
|
|
{ 123: } 146,
|
|
{ 124: } 146,
|
|
{ 125: } 146,
|
|
{ 126: } 146,
|
|
{ 127: } 146
|
|
);
|
|
|
|
yyr : array [1..yynrules] of YYRRec = (
|
|
{ 1: } ( len: 1; sym: -3 ),
|
|
{ 2: } ( len: 1; sym: -4 ),
|
|
{ 3: } ( len: 1; sym: -5 ),
|
|
{ 4: } ( len: 1; sym: -6 ),
|
|
{ 5: } ( len: 1; sym: -7 ),
|
|
{ 6: } ( len: 1; sym: -8 ),
|
|
{ 7: } ( len: 1; sym: -9 ),
|
|
{ 8: } ( len: 1; sym: -10 ),
|
|
{ 9: } ( len: 1; sym: -11 ),
|
|
{ 10: } ( len: 1; sym: -12 ),
|
|
{ 11: } ( len: 1; sym: -13 ),
|
|
{ 12: } ( len: 1; sym: -14 ),
|
|
{ 13: } ( len: 1; sym: -15 ),
|
|
{ 14: } ( len: 1; sym: -16 ),
|
|
{ 15: } ( len: 1; sym: -17 ),
|
|
{ 16: } ( len: 1; sym: -17 ),
|
|
{ 17: } ( len: 1; sym: -18 ),
|
|
{ 18: } ( len: 1; sym: -19 ),
|
|
{ 19: } ( len: 1; sym: -20 ),
|
|
{ 20: } ( len: 1; sym: -21 ),
|
|
{ 21: } ( len: 1; sym: -22 ),
|
|
{ 22: } ( len: 1; sym: -23 ),
|
|
{ 23: } ( len: 1; sym: -23 ),
|
|
{ 24: } ( len: 1; sym: -24 ),
|
|
{ 25: } ( len: 1; sym: -25 ),
|
|
{ 26: } ( len: 1; sym: -25 ),
|
|
{ 27: } ( len: 1; sym: -26 ),
|
|
{ 28: } ( len: 0; sym: -29 ),
|
|
{ 29: } ( len: 0; sym: -31 ),
|
|
{ 30: } ( len: 6; sym: -2 ),
|
|
{ 31: } ( len: 0; sym: -30 ),
|
|
{ 32: } ( len: 1; sym: -30 ),
|
|
{ 33: } ( len: 0; sym: -27 ),
|
|
{ 34: } ( len: 2; sym: -27 ),
|
|
{ 35: } ( len: 2; sym: -27 ),
|
|
{ 36: } ( len: 2; sym: -32 ),
|
|
{ 37: } ( len: 2; sym: -32 ),
|
|
{ 38: } ( len: 0; sym: -33 ),
|
|
{ 39: } ( len: 3; sym: -32 ),
|
|
{ 40: } ( len: 0; sym: -35 ),
|
|
{ 41: } ( len: 4; sym: -32 ),
|
|
{ 42: } ( len: 0; sym: -37 ),
|
|
{ 43: } ( len: 4; sym: -32 ),
|
|
{ 44: } ( len: 0; sym: -38 ),
|
|
{ 45: } ( len: 4; sym: -32 ),
|
|
{ 46: } ( len: 0; sym: -39 ),
|
|
{ 47: } ( len: 4; sym: -32 ),
|
|
{ 48: } ( len: 3; sym: -32 ),
|
|
{ 49: } ( len: 2; sym: -32 ),
|
|
{ 50: } ( len: 0; sym: -34 ),
|
|
{ 51: } ( len: 3; sym: -34 ),
|
|
{ 52: } ( len: 1; sym: -36 ),
|
|
{ 53: } ( len: 2; sym: -36 ),
|
|
{ 54: } ( len: 3; sym: -36 ),
|
|
{ 55: } ( len: 1; sym: -36 ),
|
|
{ 56: } ( len: 2; sym: -36 ),
|
|
{ 57: } ( len: 3; sym: -36 ),
|
|
{ 58: } ( len: 1; sym: -41 ),
|
|
{ 59: } ( len: 1; sym: -41 ),
|
|
{ 60: } ( len: 1; sym: -41 ),
|
|
{ 61: } ( len: 2; sym: -41 ),
|
|
{ 62: } ( len: 2; sym: -41 ),
|
|
{ 63: } ( len: 1; sym: -40 ),
|
|
{ 64: } ( len: 2; sym: -40 ),
|
|
{ 65: } ( len: 3; sym: -40 ),
|
|
{ 66: } ( len: 1; sym: -40 ),
|
|
{ 67: } ( len: 2; sym: -40 ),
|
|
{ 68: } ( len: 3; sym: -40 ),
|
|
{ 69: } ( len: 1; sym: -42 ),
|
|
{ 70: } ( len: 0; sym: -44 ),
|
|
{ 71: } ( len: 2; sym: -28 ),
|
|
{ 72: } ( len: 0; sym: -45 ),
|
|
{ 73: } ( len: 0; sym: -46 ),
|
|
{ 74: } ( len: 5; sym: -28 ),
|
|
{ 75: } ( len: 2; sym: -28 ),
|
|
{ 76: } ( len: 1; sym: -28 ),
|
|
{ 77: } ( len: 2; sym: -28 ),
|
|
{ 78: } ( len: 0; sym: -48 ),
|
|
{ 79: } ( len: 0; sym: -50 ),
|
|
{ 80: } ( len: 6; sym: -43 ),
|
|
{ 81: } ( len: 1; sym: -47 ),
|
|
{ 82: } ( len: 0; sym: -52 ),
|
|
{ 83: } ( len: 4; sym: -47 ),
|
|
{ 84: } ( len: 0; sym: -49 ),
|
|
{ 85: } ( len: 2; sym: -49 ),
|
|
{ 86: } ( len: 2; sym: -49 ),
|
|
{ 87: } ( len: 2; sym: -49 ),
|
|
{ 88: } ( len: 2; sym: -49 ),
|
|
{ 89: } ( len: 2; sym: -49 ),
|
|
{ 90: } ( len: 0; sym: -54 ),
|
|
{ 91: } ( len: 3; sym: -53 ),
|
|
{ 92: } ( len: 1; sym: -53 ),
|
|
{ 93: } ( len: 0; sym: -51 ),
|
|
{ 94: } ( len: 0; sym: -56 ),
|
|
{ 95: } ( len: 4; sym: -51 ),
|
|
{ 96: } ( len: 0; sym: -57 ),
|
|
{ 97: } ( len: 4; sym: -51 ),
|
|
{ 98: } ( len: 0; sym: -58 ),
|
|
{ 99: } ( len: 4; sym: -51 ),
|
|
{ 100: } ( len: 2; sym: -51 ),
|
|
{ 101: } ( len: 0; sym: -55 ),
|
|
{ 102: } ( len: 1; sym: -55 )
|
|
);
|
|
|
|
|
|
const _error = 256; (* error token *)
|
|
|
|
function yyact(state, sym : Integer; var act : Integer) : Boolean;
|
|
(* search action table *)
|
|
var k : Integer;
|
|
begin
|
|
k := yyal[state];
|
|
while (k<=yyah[state]) and (yya[k].sym<>sym) do inc(k);
|
|
if k>yyah[state] then
|
|
yyact := false
|
|
else
|
|
begin
|
|
act := yya[k].act;
|
|
yyact := true;
|
|
end;
|
|
end(*yyact*);
|
|
|
|
function yygoto(state, sym : Integer; var nstate : Integer) : Boolean;
|
|
(* search goto table *)
|
|
var k : Integer;
|
|
begin
|
|
k := yygl[state];
|
|
while (k<=yygh[state]) and (yyg[k].sym<>sym) do inc(k);
|
|
if k>yygh[state] then
|
|
yygoto := false
|
|
else
|
|
begin
|
|
nstate := yyg[k].act;
|
|
yygoto := true;
|
|
end;
|
|
end(*yygoto*);
|
|
|
|
label parse, next, error, errlab, shift, reduce, accept, abort;
|
|
|
|
begin(*yyparse*)
|
|
|
|
(* initialize: *)
|
|
|
|
yystate := 0; yychar := -1; yynerrs := 0; yyerrflag := 0; yysp := 0;
|
|
|
|
{$ifdef yydebug}
|
|
yydebug := true;
|
|
{$else}
|
|
yydebug := false;
|
|
{$endif}
|
|
|
|
parse:
|
|
|
|
(* push state and value: *)
|
|
|
|
inc(yysp);
|
|
if yysp>yymaxdepth then
|
|
begin
|
|
yyerror('yyparse stack overflow');
|
|
goto abort;
|
|
end;
|
|
yys[yysp] := yystate; yyv[yysp] := yyval;
|
|
|
|
next:
|
|
|
|
if (yyd[yystate]=0) and (yychar=-1) then
|
|
(* get next symbol *)
|
|
begin
|
|
yychar := yylex; if yychar<0 then yychar := 0;
|
|
end;
|
|
|
|
if yydebug then writeln('state ', yystate, ', char ', yychar);
|
|
|
|
(* determine parse action: *)
|
|
|
|
yyn := yyd[yystate];
|
|
if yyn<>0 then goto reduce; (* simple state *)
|
|
|
|
(* no default action; search parse table *)
|
|
|
|
if not yyact(yystate, yychar, yyn) then goto error
|
|
else if yyn>0 then goto shift
|
|
else if yyn<0 then goto reduce
|
|
else goto accept;
|
|
|
|
error:
|
|
|
|
(* error; start error recovery: *)
|
|
|
|
if yyerrflag=0 then yyerror('syntax error');
|
|
|
|
errlab:
|
|
|
|
if yyerrflag=0 then inc(yynerrs); (* new error *)
|
|
|
|
if yyerrflag<=2 then (* incomplete recovery; try again *)
|
|
begin
|
|
yyerrflag := 3;
|
|
(* uncover a state with shift action on error token *)
|
|
while (yysp>0) and not ( yyact(yys[yysp], _error, yyn) and
|
|
(yyn>0) ) do
|
|
begin
|
|
if yydebug then
|
|
if yysp>1 then
|
|
writeln('error recovery pops state ', yys[yysp], ', uncovers ',
|
|
yys[yysp-1])
|
|
else
|
|
writeln('error recovery fails ... abort');
|
|
dec(yysp);
|
|
end;
|
|
if yysp=0 then goto abort; (* parser has fallen from stack; abort *)
|
|
yystate := yyn; (* simulate shift on error *)
|
|
goto parse;
|
|
end
|
|
else (* no shift yet; discard symbol *)
|
|
begin
|
|
if yydebug then writeln('error recovery discards char ', yychar);
|
|
if yychar=0 then goto abort; (* end of input; abort *)
|
|
yychar := -1; goto next; (* clear lookahead char and try again *)
|
|
end;
|
|
|
|
shift:
|
|
|
|
(* go to new state, clear lookahead character: *)
|
|
|
|
yystate := yyn; yychar := -1; yyval := yylval;
|
|
if yyerrflag>0 then dec(yyerrflag);
|
|
|
|
goto parse;
|
|
|
|
reduce:
|
|
|
|
(* execute action, pop rule from stack, and go to next state: *)
|
|
|
|
if yydebug then writeln('reduce ', -yyn);
|
|
|
|
yyflag := yyfnone; yyaction(-yyn);
|
|
dec(yysp, yyr[-yyn].len);
|
|
if yygoto(yys[yysp], yyr[-yyn].sym, yyn) then yystate := yyn;
|
|
|
|
(* handle action calls to yyaccept, yyabort and yyerror: *)
|
|
|
|
case yyflag of
|
|
yyfaccept : goto accept;
|
|
yyfabort : goto abort;
|
|
yyferror : goto errlab;
|
|
end;
|
|
|
|
goto parse;
|
|
|
|
accept:
|
|
|
|
yyparse := 0; exit;
|
|
|
|
abort:
|
|
|
|
yyparse := 1; exit;
|
|
|
|
end(*yyparse*);
|
|
|
|
|
|
(* Lexical analyzer (implemented in Turbo Pascal for maximum efficiency): *)
|
|
|
|
function yylex : integer;
|
|
function end_of_input : boolean;
|
|
begin
|
|
end_of_input := (cno>length(line)) and eof(yyin)
|
|
end(*end_of_input*);
|
|
procedure scan;
|
|
(* scan for nonempty character, skip comments *)
|
|
procedure scan_comment;
|
|
var p : integer;
|
|
begin
|
|
p := pos('*/', copy(line, cno, length(line)));
|
|
if p>0 then
|
|
cno := cno+succ(p)
|
|
else
|
|
begin
|
|
while (p=0) and not eof(yyin) do
|
|
begin
|
|
readln(yyin, line);
|
|
inc(lno);
|
|
p := pos('*/', line)
|
|
end;
|
|
if p=0 then
|
|
begin
|
|
cno := succ(length(line));
|
|
error(open_comment_at_eof);
|
|
end
|
|
else
|
|
cno := succ(succ(p))
|
|
end
|
|
end(*scan_comment*);
|
|
begin
|
|
while not end_of_input do
|
|
if cno<=length(line) then
|
|
case line[cno] of
|
|
' ', tab : inc(cno);
|
|
'/' :
|
|
if (cno<length(line)) and (line[succ(cno)]='*') then
|
|
begin
|
|
inc(cno, 2);
|
|
scan_comment
|
|
end
|
|
else
|
|
exit
|
|
else
|
|
exit
|
|
end
|
|
else
|
|
begin
|
|
readln(yyin, line);
|
|
inc(lno); cno := 1;
|
|
end
|
|
end(*scan*);
|
|
function scan_ident : integer;
|
|
(* scan an identifier *)
|
|
var
|
|
idstr : String;
|
|
begin
|
|
idstr := line[cno];
|
|
inc(cno);
|
|
while (cno<=length(line)) and (
|
|
('A'<=upCase(line[cno])) and (upCase(line[cno])<='Z') or
|
|
('0'<=line[cno]) and (line[cno]<='9') or
|
|
(line[cno]='_') or
|
|
(line[cno]='.') ) do
|
|
begin
|
|
idstr := idstr+line[cno];
|
|
inc(cno)
|
|
end;
|
|
yylval := get_key(idstr);
|
|
scan;
|
|
if not end_of_input and (line[cno]=':') then
|
|
scan_ident := C_ID
|
|
else
|
|
scan_ident := ID
|
|
end(*scan_ident*);
|
|
function scan_literal: integer;
|
|
(* scan a literal, i.e. string *)
|
|
var
|
|
idstr : String;
|
|
oct_val : Byte;
|
|
begin
|
|
idstr := line[cno];
|
|
inc(cno);
|
|
while (cno<=length(line)) and (line[cno]<>idstr[1]) do
|
|
if line[cno]='\' then
|
|
if cno<length(line) then
|
|
begin
|
|
inc(cno);
|
|
case line[cno] of
|
|
'n' :
|
|
begin
|
|
idstr := idstr+nl;
|
|
inc(cno)
|
|
end;
|
|
'r' :
|
|
begin
|
|
idstr := idstr+cr;
|
|
inc(cno)
|
|
end;
|
|
't' :
|
|
begin
|
|
idstr := idstr+tab;
|
|
inc(cno)
|
|
end;
|
|
'b' :
|
|
begin
|
|
idstr := idstr+bs;
|
|
inc(cno)
|
|
end;
|
|
'f' :
|
|
begin
|
|
idstr := idstr+ff;
|
|
inc(cno)
|
|
end;
|
|
'0'..'7' :
|
|
begin
|
|
oct_val := ord(line[cno])-ord('0');
|
|
inc(cno);
|
|
while (cno<=length(line)) and
|
|
('0'<=line[cno]) and
|
|
(line[cno]<='7') do
|
|
begin
|
|
oct_val := oct_val*8+ord(line[cno])-ord('0');
|
|
inc(cno)
|
|
end;
|
|
idstr := idstr+chr(oct_val)
|
|
end
|
|
else
|
|
begin
|
|
idstr := idstr+line[cno];
|
|
inc(cno)
|
|
end
|
|
end
|
|
end
|
|
else
|
|
inc(cno)
|
|
else
|
|
begin
|
|
idstr := idstr+line[cno];
|
|
inc(cno)
|
|
end;
|
|
if cno>length(line) then
|
|
error(missing_string_terminator)
|
|
else
|
|
inc(cno);
|
|
if length(idstr)=2 then
|
|
begin
|
|
yylval := ord(idstr[2]);
|
|
scan_literal := LITERAL;
|
|
end
|
|
else if length(idstr)>1 then
|
|
begin
|
|
yylval := get_key(''''+copy(idstr, 2, pred(length(idstr)))+'''');
|
|
scan_literal := LITID;
|
|
end
|
|
else
|
|
scan_literal := ILLEGAL;
|
|
end(*scan_literal*);
|
|
function scan_num : integer;
|
|
(* scan an unsigned integer *)
|
|
var
|
|
numstr : String;
|
|
code : integer;
|
|
begin
|
|
numstr := line[cno];
|
|
inc(cno);
|
|
while (cno<=length(line)) and
|
|
('0'<=line[cno]) and (line[cno]<='9') do
|
|
begin
|
|
numstr := numstr+line[cno];
|
|
inc(cno)
|
|
end;
|
|
val(numstr, yylval, code);
|
|
if code=0 then
|
|
scan_num := NUMBER
|
|
else
|
|
scan_num := ILLEGAL;
|
|
end(*scan_num*);
|
|
function scan_keyword : integer;
|
|
(* scan %xy *)
|
|
function lookup(key : String; var tok : integer) : boolean;
|
|
(* table of Yacc keywords (unstropped): *)
|
|
const
|
|
no_of_entries = 11;
|
|
max_entry_length = 8;
|
|
keys : array [1..no_of_entries] of String[max_entry_length] = (
|
|
'0', '2', 'binary', 'left', 'nonassoc', 'prec', 'right',
|
|
'start', 'term', 'token', 'type');
|
|
toks : array [1..no_of_entries] of integer = (
|
|
PTOKEN, PNONASSOC, PNONASSOC, PLEFT, PNONASSOC, PPREC, PRIGHT,
|
|
PSTART, PTOKEN, PTOKEN, PTYPE);
|
|
var m, n, k : integer;
|
|
begin
|
|
(* binary search: *)
|
|
m := 1; n := no_of_entries;
|
|
lookup := true;
|
|
while m<=n do
|
|
begin
|
|
k := m+(n-m) div 2;
|
|
if key=keys[k] then
|
|
begin
|
|
tok := toks[k];
|
|
exit
|
|
end
|
|
else if key>keys[k] then
|
|
m := k+1
|
|
else
|
|
n := k-1
|
|
end;
|
|
lookup := false
|
|
end(*lookup*);
|
|
var
|
|
keywstr : String;
|
|
tok : integer;
|
|
begin
|
|
inc(cno);
|
|
if cno<=length(line) then
|
|
case line[cno] of
|
|
'<' :
|
|
begin
|
|
scan_keyword := PLEFT;
|
|
inc(cno)
|
|
end;
|
|
'>' :
|
|
begin
|
|
scan_keyword := PRIGHT;
|
|
inc(cno)
|
|
end;
|
|
'=' :
|
|
begin
|
|
scan_keyword := PPREC;
|
|
inc(cno)
|
|
end;
|
|
'%', '\' :
|
|
begin
|
|
scan_keyword := PP;
|
|
inc(cno)
|
|
end;
|
|
'{' :
|
|
begin
|
|
scan_keyword := LCURL;
|
|
inc(cno)
|
|
end;
|
|
'}' :
|
|
begin
|
|
scan_keyword := RCURL;
|
|
inc(cno)
|
|
end;
|
|
'A'..'Z', 'a'..'z', '0'..'9' :
|
|
begin
|
|
keywstr := line[cno];
|
|
inc(cno);
|
|
while (cno<=length(line)) and (
|
|
('A'<=upCase(line[cno])) and (upCase(line[cno])<='Z') or
|
|
('0'<=line[cno]) and (line[cno]<='Z') ) do
|
|
begin
|
|
keywstr := keywstr+line[cno];
|
|
inc(cno)
|
|
end;
|
|
if lookup(keywstr, tok) then
|
|
scan_keyword := tok
|
|
else
|
|
scan_keyword := ILLEGAL
|
|
end;
|
|
else scan_keyword := ILLEGAL
|
|
end
|
|
else
|
|
scan_keyword := ILLEGAL;
|
|
end(*scan_keyword*);
|
|
function scan_char : integer;
|
|
(* scan any single character *)
|
|
begin
|
|
scan_char := ord(line[cno]);
|
|
inc(cno)
|
|
end(*scan_char*);
|
|
var lno0, cno0 : integer;
|
|
begin
|
|
tokleng := 0;
|
|
scan;
|
|
lno0 := lno; cno0 := cno;
|
|
if end_of_input then
|
|
yylex := 0
|
|
else
|
|
case line[cno] of
|
|
'A'..'Z', 'a'..'z', '_' : yylex := scan_ident;
|
|
'''', '"' : yylex := scan_literal;
|
|
'0'..'9' : yylex := scan_num;
|
|
'%', '\' : yylex := scan_keyword;
|
|
'=' :
|
|
if (cno<length(line)) and (line[succ(cno)]='{') then
|
|
begin
|
|
inc(cno);
|
|
yylex := scan_char
|
|
end
|
|
else
|
|
yylex := scan_char;
|
|
else yylex := scan_char;
|
|
end;
|
|
if lno=lno0 then
|
|
tokleng := cno-cno0
|
|
end(*yylex*);
|
|
|
|
(* Main program: *)
|
|
|
|
var i : Integer;
|
|
|
|
begin
|
|
{$ifdef Unix}
|
|
codfilepath1:=path(paramstr(0));
|
|
if (codfilepath1<>'') then
|
|
codfilepath1:=codfilepath1+'../lib/fpc/lexyacc/'
|
|
else
|
|
codfilepath1:='/usr/local/lib/fpc/lexyacc/';
|
|
codfilepath2:='/usr/lib/fpc/lexyacc/';
|
|
{$else}
|
|
codfilepath1:=path(paramstr(0));
|
|
codfilepath2:='';
|
|
{$endif}
|
|
|
|
(* sign-on: *)
|
|
|
|
writeln(sign_on);
|
|
|
|
(* parse command line: *)
|
|
|
|
if paramCount=0 then
|
|
begin
|
|
writeln(usage);
|
|
writeln(options);
|
|
halt(0);
|
|
end;
|
|
|
|
yfilename := '';
|
|
pasfilename := '';
|
|
|
|
for i := 1 to paramCount do
|
|
if copy(paramStr(i), 1, 1)='-' then
|
|
if upper(paramStr(i))='-V' then
|
|
verbose := true
|
|
else if upper(paramStr(i))='-D' then
|
|
debug := true
|
|
else
|
|
begin
|
|
writeln(invalid_option, paramStr(i));
|
|
halt(1);
|
|
end
|
|
else if yfilename='' then
|
|
yfilename := addExt(paramStr(i), 'y')
|
|
else if pasfilename='' then
|
|
pasfilename := addExt(paramStr(i), 'pas')
|
|
else
|
|
begin
|
|
writeln(illegal_no_args);
|
|
halt(1);
|
|
end;
|
|
|
|
if yfilename='' then
|
|
begin
|
|
writeln(illegal_no_args);
|
|
halt(1);
|
|
end;
|
|
|
|
if pasfilename='' then pasfilename := root(yfilename)+'.pas';
|
|
lstfilename := root(yfilename)+'.lst';
|
|
|
|
(* open files: *)
|
|
|
|
assign(yyin, yfilename);
|
|
assign(yyout, pasfilename);
|
|
assign(yylst, lstfilename);
|
|
|
|
reset(yyin); if ioresult<>0 then fatal(cannot_open_file+yfilename);
|
|
rewrite(yyout); if ioresult<>0 then fatal(cannot_open_file+pasfilename);
|
|
rewrite(yylst); if ioresult<>0 then fatal(cannot_open_file+lstfilename);
|
|
|
|
(* search code template *)
|
|
codfilename := 'yyparse.cod';
|
|
assign(yycod, codfilename);
|
|
reset(yycod);
|
|
if ioresult<>0 then
|
|
begin
|
|
codfilename := IncludeTrailingPathDelimiter(GetEnvironmentVariable('FPCDIR'))+'lexyacc'+DirectorySeparator+'yyparse.cod';
|
|
assign(yycod, codfilename);
|
|
reset(yycod);
|
|
if ioresult<>0 then
|
|
begin
|
|
codfilename := codfilepath1+'yyparse.cod';
|
|
assign(yycod, codfilename);
|
|
reset(yycod);
|
|
if (codfilepath2<>'') and (ioresult<>0) then
|
|
begin
|
|
codfilename := codfilepath2+'yyparse.cod';
|
|
assign(yycod, codfilename);
|
|
reset(yycod);
|
|
if ioresult<>0 then
|
|
fatal(cannot_open_file+codfilename);
|
|
end;
|
|
end;
|
|
end;
|
|
|
|
(* parse source grammar: *)
|
|
|
|
write('parse ... ');
|
|
|
|
lno := 0; cno := 1; line := '';
|
|
|
|
next_section;
|
|
if debug then writeln(yyout, '{$define yydebug}');
|
|
|
|
if yyparse=0 then
|
|
{ done }
|
|
else if yychar=0 then
|
|
error(unexpected_eof)
|
|
else
|
|
error(syntax_error);
|
|
|
|
if errors=0 then writeln('DONE');
|
|
|
|
(* close files: *)
|
|
|
|
close(yyin); close(yyout); close(yylst); close(yycod);
|
|
|
|
(* print statistics: *)
|
|
|
|
if errors>0 then
|
|
writeln( lno, ' lines, ',
|
|
errors, ' errors found.' )
|
|
else
|
|
begin
|
|
writeln( lno, ' lines, ',
|
|
n_rules-1, '/', max_rules-1, ' rules, ',
|
|
n_states, '/', max_states, ' s, ',
|
|
n_items, '/', max_items, ' i, ',
|
|
n_trans, '/', max_trans, ' t, ',
|
|
n_redns, '/', max_redns, ' r.');
|
|
if shift_reduce>0 then
|
|
writeln(shift_reduce, ' shift/reduce conflicts.');
|
|
if reduce_reduce>0 then
|
|
writeln(reduce_reduce, ' reduce/reduce conflicts.');
|
|
if never_reduced>0 then
|
|
writeln(never_reduced, ' rules never reduced.');
|
|
end;
|
|
|
|
if warnings>0 then writeln(warnings, ' warnings.');
|
|
|
|
(* terminate: *)
|
|
|
|
if errors>0 then
|
|
begin
|
|
erase(yyout);
|
|
if ioresult<>0 then ;
|
|
end;
|
|
|
|
if file_size(lstfilename)=0 then
|
|
erase(yylst)
|
|
else
|
|
writeln('(see ', lstfilename, ' for more information)');
|
|
|
|
halt(errors);
|
|
|
|
end(*Yacc*). |