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.SH
Appendix A:  A Simple Example
.PP
This example gives the complete Yacc specification for a small desk calculator;
the desk calculator has 26 registers, labeled ``a'' through ``z'', and accepts
arithmetic expressions made up of the operators +, \-, *, /,
% (mod operator), & (bitwise and), | (bitwise or), and assignment.
If an expression at the top level is an assignment, the value is not
printed; otherwise it is.
As in C, an integer that begins with 0 (zero) is assumed to be octal;
otherwise, it is assumed to be decimal.
.PP
As an example of a Yacc specification, the desk calculator
does a reasonable job of showing how precedences and ambiguities
are used, and demonstrating simple error recovery.
The major oversimplifications are that the
lexical analysis phase is much simpler than for most applications, and the
output is produced immediately, line by line.
Note the way that decimal and octal integers are read in by the grammar rules;
This job is probably better done by the lexical analyzer.
.sp
.nf
.ta .5i 1i 1.5i 2i 2.5i

%{
#  include  <stdio.h>
#  include  <ctype.h>

int  regs[26];
int  base;

%}

%start  list

%token  DIGIT  LETTER

%left  \'|\'
%left  \'&\'
%left  \'+\'  \'\-\'
%left  \'*\'  \'/\'  \'%\'
%left  UMINUS      /*  supplies  precedence  for  unary  minus  */

%%      /*  beginning  of  rules  section  */

list	:	/*  empty  */
	|	list  stat  \'\en\'
	|	list  error  \'\en\'
			{	yyerrok;  }
	;

stat	:	expr
			{	printf( "%d\en", $1 );  }
	|	LETTER  \'=\'  expr
			{	regs[$1]  =  $3;  }
	;

expr	:	\'(\'  expr  \')\'
			{	$$  =  $2;  }
	|	expr  \'+\'  expr
			{	$$  =  $1  +  $3;  }
	|	expr  \'\-\'  expr
			{	$$  =  $1  \-  $3;  }
	|	expr  \'*\'  expr
			{	$$  =  $1  *  $3;  }
	|	expr  \'/\'  expr
			{	$$  =  $1  /  $3;  }
	|	expr  \'%\'  expr
			{	$$  =  $1  %  $3;  }
	|	expr  \'&\'  expr
			{	$$  =  $1  &  $3;  }
	|	expr  \'|\'  expr
			{	$$  =  $1  |  $3;  }
	|	\'\-\'  expr        %prec  UMINUS
			{	$$  =  \-  $2;  }
	|	LETTER
			{	$$  =  regs[$1];  }
	|	number          
	;

number	:	DIGIT
			{	$$ = $1;    base  =  ($1==0)  ?  8  :  10;  }
	|	number  DIGIT
			{	$$  =  base * $1  +  $2;  }
	;

%%      /*  start  of  programs  */

yylex() {		/*  lexical  analysis  routine  */
              /*  returns  LETTER  for  a  lower  case  letter,  yylval = 0  through  25  */
              /*  return  DIGIT  for  a  digit,  yylval = 0  through  9  */
              /*  all  other  characters  are  returned  immediately  */

	int  c;

	while(  (c=getchar())  ==  \' \'  )  {	/*  skip  blanks  */  }

	/*  c  is  now  nonblank  */

	if(  islower(  c  )  )  {	
		yylval  =  c  \-  \'a\';
		return  (  LETTER  );
		}
	if(  isdigit(  c  )  )  {	
		yylval  =  c  \-  \'0\';
		return(  DIGIT  );
		}
	return(  c  );
	}
.fi
.bp