akim@io ~bison $ ∫ -Wcou _build/g9d/tests/testsuite.dir/544/input.y

Shift-Reduce Conflict:

0:   65 opt_nls: . %empty

0:   63 nls: . NEWLINE

On Symbol: NEWLINE

Example             •  program  NEWLINE

First derivation    start ::=[ opt_nls ::=[ • ]  program  opt_nls ::=[ nls ::=[ NEWLINE ] ] ]

Example             •  NEWLINE  program  opt_nls

Second derivation   start ::=[ opt_nls ::=[ nls ::=[ •  NEWLINE ] ]  program  opt_nls ]

Shift-Reduce Conflict:

3:   66 opt_nls: nls .

3:   64 nls: nls . NEWLINE

On Symbol: NEWLINE

Example             nls  •  program  NEWLINE

First derivation    start ::=[ opt_nls ::=[ nls  • ]  program  opt_nls ::=[ nls ::=[ NEWLINE ] ] ]

Example             nls  •  NEWLINE  program  opt_nls

Second derivation   start ::=[ opt_nls ::=[ nls ::=[ nls  •  NEWLINE ] ]  program  opt_nls ]

Shift-Reduce Conflict:

4:    6 program: . %empty

4:    4 program: . error

On Symbol: error

Example             •  error

First derivation    program ::=[ program ::=[ • ]  error ]

Example             •  error

Second derivation   program ::=[ •  error ]

Shift-Reduce Conflict:

15:  152 opt_variable: . %empty

15:  154 variable: . NAME

On Symbol: NAME

Example             LEX_GETLINE  •  input_redir  NAME  '<'  simp_exp

First derivation    exp ::=[ exp ::=[ exp ::=[ LEX_GETLINE  opt_variable ::=[ • ]  input_redir ]  simp_exp ::=[ non_post_simp_exp ::=[ variable ::=[ NAME ] ] ] ]  '<'  exp ::=[ simp_exp ] ]

Example             LEX_GETLINE  •  NAME  '<'  simp_exp

Second derivation   exp ::=[ LEX_GETLINE  opt_variable ::=[ variable ::=[ •  NAME ] ]  input_redir ::=[ '<'  simp_exp ] ]

Shift-Reduce Conflict:

34:  115 exp: simp_exp .

34:  135 simp_exp: simp_exp . '+' simp_exp

On Symbol: '+'

Example             simp_exp  •  '+'  simp_exp

First derivation    exp ::=[ exp ::=[ simp_exp  • ]  simp_exp ::=[ non_post_simp_exp ::=[ '+'  simp_exp ] ] ]

Example             simp_exp  •  '+'  simp_exp

Second derivation   exp ::=[ simp_exp ::=[ simp_exp  •  '+'  simp_exp ] ]

Shift-Reduce Conflict:

36:  145 non_post_simp_exp: variable .

36:  137 simp_exp: variable . INCREMENT

On Symbol: INCREMENT

time limit exceeded: 6,000000

First example       opt_nls  variable  •  INCREMENT  variable  action  opt_nls  $end

First derivation    $accept ::=[ start ::=[ opt_nls  program ::=[ rule ::=[ pattern ::=[ exp ::=[ exp ::=[ simp_exp ::=[ non_post_simp_exp ::=[ variable  • ] ] ]  simp_exp ::=[ non_post_simp_exp ::=[ INCREMENT  variable ] ] ] ]  action ] ]  opt_nls ]  $end ]

Second example      opt_nls  variable  •  INCREMENT  action  opt_nls

Second derivation   start ::=[ opt_nls  program ::=[ rule ::=[ pattern ::=[ exp ::=[ simp_exp ::=[ variable  •  INCREMENT ] ] ]  action ] ]  opt_nls ]

Shift-Reduce Conflict:

43:   36 statement_term: nls .

43:   64 nls: nls . NEWLINE

On Symbol: NEWLINE

Example             opt_nls  LEX_BEGIN  nls  •  NEWLINE

First derivation    start ::=[ opt_nls  program ::=[ rule ::=[ LEX_BEGIN  statement_term ::=[ nls  • ] ] ]  opt_nls ::=[ nls ::=[ NEWLINE ] ] ]

Example             opt_nls  LEX_BEGIN  nls  •  NEWLINE  opt_nls

Second derivation   start ::=[ opt_nls  program ::=[ rule ::=[ LEX_BEGIN  statement_term ::=[ nls ::=[ nls  •  NEWLINE ] ] ] ]  opt_nls ]

Shift-Reduce Conflict:

44:   65 opt_nls: . %empty

44:   63 nls: . NEWLINE

On Symbol: NEWLINE

Example             opt_nls  LEX_BEGIN  semi  •  NEWLINE

First derivation    start ::=[ opt_nls  program ::=[ rule ::=[ LEX_BEGIN  statement_term ::=[ semi  opt_nls ::=[ • ] ] ] ]  opt_nls ::=[ nls ::=[ NEWLINE ] ] ]

Example             opt_nls  LEX_BEGIN  semi  •  NEWLINE  opt_nls

Second derivation   start ::=[ opt_nls  program ::=[ rule ::=[ LEX_BEGIN  statement_term ::=[ semi  opt_nls ::=[ nls ::=[ •  NEWLINE ] ] ] ] ]  opt_nls ]

Shift-Reduce Conflict:

48:   67 input_redir: . %empty

48:   68 input_redir: . '<' simp_exp

On Symbol: '<'

First example       opt_nls  LEX_GETLINE  opt_variable  •  '<'  exp  action  opt_nls  $end

First derivation    $accept ::=[ start ::=[ opt_nls  program ::=[ rule ::=[ pattern ::=[ exp ::=[ exp ::=[ LEX_GETLINE  opt_variable  input_redir ::=[ • ] ]  '<'  exp ] ]  action ] ]  opt_nls ]  $end ]

Second example      opt_nls  LEX_GETLINE  opt_variable  •  '<'  simp_exp  action  opt_nls  $end

Second derivation   $accept ::=[ start ::=[ opt_nls  program ::=[ rule ::=[ pattern ::=[ exp ::=[ LEX_GETLINE  opt_variable  input_redir ::=[ •  '<'  simp_exp ] ] ]  action ] ]  opt_nls ]  $end ]

Shift-Reduce Conflict:

57:  145 non_post_simp_exp: variable .

57:  137 simp_exp: variable . INCREMENT

On Symbol: INCREMENT

Productions leading up to the conflict state found.  Still finding a possible unifying counterexample...time limit exceeded: 6,000000

First example       INCREMENT

First derivation    exp ::=[ INCREMENT ]

Second example      variable  •  INCREMENT

Second derivation   exp ::=[ simp_exp ::=[ variable  •  INCREMENT ] ]

Shift-Reduce Conflict:

66:   93 expression_list: exp .

66:  159 r_paren: . ')'

On Symbol: ')'

Example             '('  exp  •  ')'  LEX_IN  NAME

First derivation    exp ::=[ '('  expression_list ::=[ exp  • ]  r_paren ::=[ ')' ]  LEX_IN  NAME ]

Example             '('  exp  •  ')'  LEX_IN  NAME

Second derivation   exp ::=[ exp ::=[ simp_exp ::=[ non_post_simp_exp ::=[ '('  exp  r_paren ::=[ •  ')' ] ] ] ]  LEX_IN  NAME ]

Shift-Reduce Conflict:

110:   65 opt_nls: . %empty

110:   63 nls: . NEWLINE

On Symbol: NEWLINE

Example             l_brace  '}'  •  opt_semi  NEWLINE

First derivation    action ::=[ l_brace  r_brace ::=[ '}'  opt_nls ::=[ • ] ]  opt_semi  opt_nls ::=[ nls ::=[ NEWLINE ] ] ]

Example             l_brace  '}'  •  NEWLINE  opt_semi  opt_nls

Second derivation   action ::=[ l_brace  r_brace ::=[ '}'  opt_nls ::=[ nls ::=[ •  NEWLINE ] ] ]  opt_semi  opt_nls ]

Shift-Reduce Conflict:

146:  111 exp: exp RELOP exp .

146:  154 variable: . NAME

On Symbol: NAME

Example             exp  RELOP  exp  •  NAME  INCREMENT

First derivation    exp ::=[ exp ::=[ exp  RELOP  exp  • ]  simp_exp ::=[ variable ::=[ NAME ]  INCREMENT ] ]

Example             exp  RELOP  exp  •  NAME  INCREMENT

Second derivation   exp ::=[ exp  RELOP  exp ::=[ exp  simp_exp ::=[ variable ::=[ •  NAME ]  INCREMENT ] ] ]

Shift-Reduce Conflict:

147:  107 exp: exp MATCHOP exp .

147:  154 variable: . NAME

On Symbol: NAME

Example             exp  MATCHOP  exp  •  NAME  INCREMENT

First derivation    exp ::=[ exp ::=[ exp  MATCHOP  exp  • ]  simp_exp ::=[ variable ::=[ NAME ]  INCREMENT ] ]

Example             exp  MATCHOP  exp  •  NAME  INCREMENT

Second derivation   exp ::=[ exp  MATCHOP  exp ::=[ exp  simp_exp ::=[ variable ::=[ •  NAME ]  INCREMENT ] ] ]

Shift-Reduce Conflict:

149:  105 exp: exp LEX_AND exp .

149:  154 variable: . NAME

On Symbol: NAME

Example             exp  LEX_AND  exp  •  NAME  INCREMENT

First derivation    exp ::=[ exp ::=[ exp  LEX_AND  exp  • ]  simp_exp ::=[ variable ::=[ NAME ]  INCREMENT ] ]

Example             exp  LEX_AND  exp  •  NAME  INCREMENT

Second derivation   exp ::=[ exp  LEX_AND  exp ::=[ exp  simp_exp ::=[ variable ::=[ •  NAME ]  INCREMENT ] ] ]

Shift-Reduce Conflict:

150:  106 exp: exp LEX_OR exp .

150:  154 variable: . NAME

On Symbol: NAME

Example             exp  LEX_OR  exp  •  NAME  INCREMENT

First derivation    exp ::=[ exp ::=[ exp  LEX_OR  exp  • ]  simp_exp ::=[ variable ::=[ NAME ]  INCREMENT ] ]

Example             exp  LEX_OR  exp  •  NAME  INCREMENT

Second derivation   exp ::=[ exp  LEX_OR  exp ::=[ exp  simp_exp ::=[ variable ::=[ •  NAME ]  INCREMENT ] ] ]

Shift-Reduce Conflict:

153:  112 exp: exp '<' exp .

153:  154 variable: . NAME

On Symbol: NAME

Example             exp  '<'  exp  •  NAME  INCREMENT

First derivation    exp ::=[ exp ::=[ exp  '<'  exp  • ]  simp_exp ::=[ variable ::=[ NAME ]  INCREMENT ] ]

Example             exp  '<'  exp  •  NAME  INCREMENT

Second derivation   exp ::=[ exp  '<'  exp ::=[ exp  simp_exp ::=[ variable ::=[ •  NAME ]  INCREMENT ] ] ]

Shift-Reduce Conflict:

154:  113 exp: exp '>' exp .

154:  154 variable: . NAME

On Symbol: NAME

Example             exp  '>'  exp  •  NAME  INCREMENT

First derivation    exp ::=[ exp ::=[ exp  '>'  exp  • ]  simp_exp ::=[ variable ::=[ NAME ]  INCREMENT ] ]

Example             exp  '>'  exp  •  NAME  INCREMENT

Second derivation   exp ::=[ exp  '>'  exp ::=[ exp  simp_exp ::=[ variable ::=[ •  NAME ]  INCREMENT ] ] ]

Shift-Reduce Conflict:

155:  152 opt_variable: . %empty

155:  154 variable: . NAME

On Symbol: NAME

Example             exp  '|'  LEX_GETLINE  •  NAME

First derivation    exp ::=[ exp ::=[ exp  '|'  LEX_GETLINE  opt_variable ::=[ • ] ]  simp_exp ::=[ non_post_simp_exp ::=[ variable ::=[ NAME ] ] ] ]

Example             exp  '|'  LEX_GETLINE  •  NAME

Second derivation   exp ::=[ exp  '|'  LEX_GETLINE  opt_variable ::=[ variable ::=[ •  NAME ] ] ]

Shift-Reduce Conflict:

156:  152 opt_variable: . %empty

156:  154 variable: . NAME

On Symbol: NAME

Example             exp  TWOWAYIO  LEX_GETLINE  •  NAME

First derivation    exp ::=[ exp ::=[ exp  TWOWAYIO  LEX_GETLINE  opt_variable ::=[ • ] ]  simp_exp ::=[ non_post_simp_exp ::=[ variable ::=[ NAME ] ] ] ]

Example             exp  TWOWAYIO  LEX_GETLINE  •  NAME

Second derivation   exp ::=[ exp  TWOWAYIO  LEX_GETLINE  opt_variable ::=[ variable ::=[ •  NAME ] ] ]

Shift-Reduce Conflict:

181:  152 opt_variable: . %empty

181:  154 variable: . NAME

On Symbol: NAME

time limit exceeded: 6,000000

First example       opt_nls  l_brace  print  LEX_GETLINE  •  input_redir  NAME  INCREMENT  output_redir  statement_term  r_brace  opt_semi  opt_nls  opt_nls  $end

First derivation    $accept ::=[ start ::=[ opt_nls  program ::=[ rule ::=[ action ::=[ l_brace  statements ::=[ statement ::=[ print  opt_rexpression_list ::=[ rexpression_list ::=[ rexp ::=[ rexp ::=[ LEX_GETLINE  opt_variable ::=[ • ]  input_redir ]  simp_exp ::=[ variable ::=[ NAME ]  INCREMENT ] ] ] ]  output_redir  statement_term ] ]  r_brace  opt_semi  opt_nls ] ] ]  opt_nls ]  $end ]

Second example      opt_nls  l_brace  print  LEX_GETLINE  •  NAME  input_redir  output_redir  statement_term  r_brace  opt_semi  opt_nls  opt_nls  $end

Second derivation   $accept ::=[ start ::=[ opt_nls  program ::=[ rule ::=[ action ::=[ l_brace  statements ::=[ statement ::=[ print  opt_rexpression_list ::=[ rexpression_list ::=[ rexp ::=[ LEX_GETLINE  opt_variable ::=[ variable ::=[ •  NAME ] ]  input_redir ] ] ]  output_redir  statement_term ] ]  r_brace  opt_semi  opt_nls ] ] ]  opt_nls ]  $end ]

Shift-Reduce Conflict:

188:  128 rexp: simp_exp .

188:  135 simp_exp: simp_exp . '+' simp_exp

On Symbol: '+'

Example             simp_exp  •  '+'  simp_exp

First derivation    rexp ::=[ rexp ::=[ simp_exp  • ]  simp_exp ::=[ non_post_simp_exp ::=[ '+'  simp_exp ] ] ]

Example             simp_exp  •  '+'  simp_exp

Second derivation   rexp ::=[ simp_exp ::=[ simp_exp  •  '+'  simp_exp ] ]

Shift-Reduce Conflict:

189:  145 non_post_simp_exp: variable .

189:  137 simp_exp: variable . INCREMENT

On Symbol: INCREMENT

time limit exceeded: 6,000000

First example       opt_nls  l_brace  print  variable  •  INCREMENT  variable  output_redir  statement_term  r_brace  opt_semi  opt_nls  opt_nls  $end

First derivation    $accept ::=[ start ::=[ opt_nls  program ::=[ rule ::=[ action ::=[ l_brace  statements ::=[ statement ::=[ print  opt_rexpression_list ::=[ rexpression_list ::=[ rexp ::=[ rexp ::=[ simp_exp ::=[ non_post_simp_exp ::=[ variable  • ] ] ]  simp_exp ::=[ non_post_simp_exp ::=[ INCREMENT  variable ] ] ] ] ]  output_redir  statement_term ] ]  r_brace  opt_semi  opt_nls ] ] ]  opt_nls ]  $end ]

Second example      opt_nls  l_brace  print  variable  •  INCREMENT  output_redir  statement_term  r_brace  opt_semi  opt_nls  opt_nls  $end

Second derivation   $accept ::=[ start ::=[ opt_nls  program ::=[ rule ::=[ action ::=[ l_brace  statement ::=[ print  opt_rexpression_list ::=[ rexpression_list ::=[ rexp ::=[ simp_exp ::=[ variable  •  INCREMENT ] ] ] ]  output_redir  statement_term ]  r_brace  opt_semi  opt_nls ] ] ]  opt_nls ]  $end ]

Shift-Reduce Conflict:

193:   65 opt_nls: . %empty

193:   63 nls: . NEWLINE

On Symbol: NEWLINE

Example             opt_nls  l_brace  r_brace  opt_semi  •  NEWLINE

First derivation    start ::=[ opt_nls  program ::=[ rule ::=[ action ::=[ l_brace  r_brace  opt_semi  opt_nls ::=[ • ] ] ] ]  opt_nls ::=[ nls ::=[ NEWLINE ] ] ]

Example             opt_nls  l_brace  r_brace  opt_semi  •  NEWLINE  opt_nls

Second derivation   start ::=[ opt_nls  program ::=[ rule ::=[ action ::=[ l_brace  r_brace  opt_semi  opt_nls ::=[ nls ::=[ •  NEWLINE ] ] ] ] ]  opt_nls ]

Shift-Reduce Conflict:

209:   65 opt_nls: . %empty

209:   63 nls: . NEWLINE

On Symbol: NEWLINE

Example             opt_nls  function_prologue  l_brace  r_brace  opt_semi  •  NEWLINE

First derivation    start ::=[ opt_nls  program ::=[ rule ::=[ function_prologue  function_body ::=[ l_brace  r_brace  opt_semi  opt_nls ::=[ • ] ] ] ]  opt_nls ::=[ nls ::=[ NEWLINE ] ] ]

Example             opt_nls  function_prologue  l_brace  r_brace  opt_semi  •  NEWLINE  opt_nls

Second derivation   start ::=[ opt_nls  program ::=[ rule ::=[ function_prologue  function_body ::=[ l_brace  r_brace  opt_semi  opt_nls ::=[ nls ::=[ •  NEWLINE ] ] ] ] ]  opt_nls ]

Shift-Reduce Conflict:

213:  100 exp: variable ASSIGNOP $@6 exp .

213:  154 variable: . NAME

On Symbol: NAME

Example             variable  ASSIGNOP  $@6  exp  •  NAME  INCREMENT

First derivation    exp ::=[ exp ::=[ variable  ASSIGNOP  $@6  exp  • ]  simp_exp ::=[ variable ::=[ NAME ]  INCREMENT ] ]

Example             variable  ASSIGNOP  $@6  exp  •  NAME  INCREMENT

Second derivation   exp ::=[ variable  ASSIGNOP  $@6  exp ::=[ exp  simp_exp ::=[ variable ::=[ •  NAME ]  INCREMENT ] ] ]

Shift-Reduce Conflict:

220:  154 variable: NAME .

220:   44 statement: LEX_FOR '(' NAME . LEX_IN NAME r_paren opt_nls statement

On Symbol: LEX_IN

First example       opt_nls  l_brace  LEX_FOR  '('  NAME  •  LEX_IN  NAME  semi  opt_nls  exp  semi  opt_nls  opt_exp  r_paren  opt_nls  statement  r_brace  opt_semi  opt_nls  opt_nls  $end

First derivation    $accept ::=[ start ::=[ opt_nls  program ::=[ rule ::=[ action ::=[ l_brace  statements ::=[ statement ::=[ LEX_FOR  '('  opt_exp ::=[ exp ::=[ exp ::=[ simp_exp ::=[ non_post_simp_exp ::=[ variable ::=[ NAME  • ] ] ] ]  LEX_IN  NAME ] ]  semi  opt_nls  exp  semi  opt_nls  opt_exp  r_paren  opt_nls  statement ] ]  r_brace  opt_semi  opt_nls ] ] ]  opt_nls ]  $end ]

Second example      opt_nls  l_brace  LEX_FOR  '('  NAME  •  LEX_IN  NAME  r_paren  opt_nls  statement  r_brace  opt_semi  opt_nls  opt_nls  $end

Second derivation   $accept ::=[ start ::=[ opt_nls  program ::=[ action ::=[ l_brace  statements ::=[ statement ::=[ LEX_FOR  '('  NAME  •  LEX_IN  NAME  r_paren  opt_nls  statement ] ]  r_brace  opt_semi  opt_nls ] ]  opt_nls ]  $end ]

Shift-Reduce Conflict:

223:   65 opt_nls: . %empty

223:   63 nls: . NEWLINE

On Symbol: NEWLINE

Example             opt_nls  l_brace  statements  r_brace  opt_semi  •  NEWLINE

First derivation    start ::=[ opt_nls  program ::=[ rule ::=[ action ::=[ l_brace  statements  r_brace  opt_semi  opt_nls ::=[ • ] ] ] ]  opt_nls ::=[ nls ::=[ NEWLINE ] ] ]

Example             opt_nls  l_brace  statements  r_brace  opt_semi  •  NEWLINE  opt_nls

Second derivation   start ::=[ opt_nls  program ::=[ rule ::=[ action ::=[ l_brace  statements  r_brace  opt_semi  opt_nls ::=[ nls ::=[ •  NEWLINE ] ] ] ] ]  opt_nls ]

Shift-Reduce Conflict:

249:   65 opt_nls: . %empty

249:   63 nls: . NEWLINE

On Symbol: NEWLINE

Example             opt_nls  function_prologue  l_brace  statements  r_brace  opt_semi  •  NEWLINE

First derivation    start ::=[ opt_nls  program ::=[ rule ::=[ function_prologue  function_body ::=[ l_brace  statements  r_brace  opt_semi  opt_nls ::=[ • ] ] ] ]  opt_nls ::=[ nls ::=[ NEWLINE ] ] ]

Example             opt_nls  function_prologue  l_brace  statements  r_brace  opt_semi  •  NEWLINE  opt_nls

Second derivation   start ::=[ opt_nls  program ::=[ rule ::=[ function_prologue  function_body ::=[ l_brace  statements  r_brace  opt_semi  opt_nls ::=[ nls ::=[ •  NEWLINE ] ] ] ] ]  opt_nls ]

Shift-Reduce Conflict:

251:  114 exp: exp '?' exp ':' exp .

251:  154 variable: . NAME

On Symbol: NAME

Example             exp  '?'  exp  ':'  exp  •  NAME  INCREMENT

First derivation    exp ::=[ exp ::=[ exp  '?'  exp  ':'  exp  • ]  simp_exp ::=[ variable ::=[ NAME ]  INCREMENT ] ]

Example             exp  '?'  exp  ':'  exp  •  NAME  INCREMENT

Second derivation   exp ::=[ exp  '?'  exp  ':'  exp ::=[ exp  simp_exp ::=[ variable ::=[ •  NAME ]  INCREMENT ] ] ]

Shift-Reduce Conflict:

270:  126 rexp: rexp RELOP rexp .

270:  154 variable: . NAME

On Symbol: NAME

Example             rexp  RELOP  rexp  •  NAME  INCREMENT

First derivation    rexp ::=[ rexp ::=[ rexp  RELOP  rexp  • ]  simp_exp ::=[ variable ::=[ NAME ]  INCREMENT ] ]

Example             rexp  RELOP  rexp  •  NAME  INCREMENT

Second derivation   rexp ::=[ rexp  RELOP  rexp ::=[ rexp  simp_exp ::=[ variable ::=[ •  NAME ]  INCREMENT ] ] ]

Shift-Reduce Conflict:

271:  124 rexp: rexp MATCHOP rexp .

271:  154 variable: . NAME

On Symbol: NAME

Example             rexp  MATCHOP  rexp  •  NAME  INCREMENT

First derivation    rexp ::=[ rexp ::=[ rexp  MATCHOP  rexp  • ]  simp_exp ::=[ variable ::=[ NAME ]  INCREMENT ] ]

Example             rexp  MATCHOP  rexp  •  NAME  INCREMENT

Second derivation   rexp ::=[ rexp  MATCHOP  rexp ::=[ rexp  simp_exp ::=[ variable ::=[ •  NAME ]  INCREMENT ] ] ]

Shift-Reduce Conflict:

273:  119 rexp: rexp LEX_AND rexp .

273:  154 variable: . NAME

On Symbol: NAME

Example             rexp  LEX_AND  rexp  •  NAME  INCREMENT

First derivation    rexp ::=[ rexp ::=[ rexp  LEX_AND  rexp  • ]  simp_exp ::=[ variable ::=[ NAME ]  INCREMENT ] ]

Example             rexp  LEX_AND  rexp  •  NAME  INCREMENT

Second derivation   rexp ::=[ rexp  LEX_AND  rexp ::=[ rexp  simp_exp ::=[ variable ::=[ •  NAME ]  INCREMENT ] ] ]

Shift-Reduce Conflict:

274:  120 rexp: rexp LEX_OR rexp .

274:  154 variable: . NAME

On Symbol: NAME

Example             rexp  LEX_OR  rexp  •  NAME  INCREMENT

First derivation    rexp ::=[ rexp ::=[ rexp  LEX_OR  rexp  • ]  simp_exp ::=[ variable ::=[ NAME ]  INCREMENT ] ]

Example             rexp  LEX_OR  rexp  •  NAME  INCREMENT

Second derivation   rexp ::=[ rexp  LEX_OR  rexp ::=[ rexp  simp_exp ::=[ variable ::=[ •  NAME ]  INCREMENT ] ] ]

Shift-Reduce Conflict:

289:  118 rexp: variable ASSIGNOP $@7 rexp .

289:  154 variable: . NAME

On Symbol: NAME

Example             variable  ASSIGNOP  $@7  rexp  •  NAME  INCREMENT

First derivation    rexp ::=[ rexp ::=[ variable  ASSIGNOP  $@7  rexp  • ]  simp_exp ::=[ variable ::=[ NAME ]  INCREMENT ] ]

Example             variable  ASSIGNOP  $@7  rexp  •  NAME  INCREMENT

Second derivation   rexp ::=[ variable  ASSIGNOP  $@7  rexp ::=[ rexp  simp_exp ::=[ variable ::=[ •  NAME ]  INCREMENT ] ] ]

Shift-Reduce Conflict:

293:   61 if_statement: LEX_IF '(' exp r_paren opt_nls statement .

293:   62 if_statement: LEX_IF '(' exp r_paren opt_nls statement . LEX_ELSE opt_nls statement

On Symbol: LEX_ELSE

Example             LEX_IF  '('  exp  r_paren  opt_nls  LEX_IF  '('  exp  r_paren  opt_nls  statement  •  LEX_ELSE  opt_nls  statement

First derivation    if_statement ::=[ LEX_IF  '('  exp  r_paren  opt_nls  statement ::=[ if_statement ::=[ LEX_IF  '('  exp  r_paren  opt_nls  statement  • ] ]  LEX_ELSE  opt_nls  statement ]

Example             LEX_IF  '('  exp  r_paren  opt_nls  LEX_IF  '('  exp  r_paren  opt_nls  statement  •  LEX_ELSE  opt_nls  statement

Second derivation   if_statement ::=[ LEX_IF  '('  exp  r_paren  opt_nls  statement ::=[ if_statement ::=[ LEX_IF  '('  exp  r_paren  opt_nls  statement  •  LEX_ELSE  opt_nls  statement ] ] ]

Shift-Reduce Conflict:

301:  127 rexp: rexp '?' rexp ':' rexp .

301:  154 variable: . NAME

On Symbol: NAME

Example             rexp  '?'  rexp  ':'  rexp  •  NAME  INCREMENT

First derivation    rexp ::=[ rexp ::=[ rexp  '?'  rexp  ':'  rexp  • ]  simp_exp ::=[ variable ::=[ NAME ]  INCREMENT ] ]

Example             rexp  '?'  rexp  ':'  rexp  •  NAME  INCREMENT

Second derivation   rexp ::=[ rexp  '?'  rexp  ':'  rexp ::=[ rexp  simp_exp ::=[ variable ::=[ •  NAME ]  INCREMENT ] ] ]

_build/g9d/tests/testsuite.dir/544/input.y: avertissement: 65 conflits par décalage/réduction [-Wconflicts-sr]