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parser.out
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Created by PLY version 3.11 (http://www.dabeaz.com/ply)
Grammar
Rule 0 S' -> exprStart
Rule 1 exprStart -> expr SEMI
Rule 2 exprStart -> expr LB ID EQ expr RB SEMI
Rule 3 exprStart -> FV LB expr RB SEMI
Rule 4 exprStart -> ALPH LB expr COMA ID RB SEMI
Rule 5 expr -> NUM
Rule 6 expr -> ID
Rule 7 expr -> LP expr expr RP
Rule 8 expr -> LP OP expr expr RP
Rule 9 expr -> LP LAM ID expr RP
Terminals, with rules where they appear
ALPH : 4
COMA : 4
EQ : 2
FV : 3
ID : 2 4 6 9
LAM : 9
LB : 2 3 4
LP : 7 8 9
NUM : 5
OP : 8
RB : 2 3 4
RP : 7 8 9
SEMI : 1 2 3 4
error :
Nonterminals, with rules where they appear
expr : 1 2 2 3 4 7 7 8 8 9
exprStart : 0
Parsing method: LALR
state 0
(0) S' -> . exprStart
(1) exprStart -> . expr SEMI
(2) exprStart -> . expr LB ID EQ expr RB SEMI
(3) exprStart -> . FV LB expr RB SEMI
(4) exprStart -> . ALPH LB expr COMA ID RB SEMI
(5) expr -> . NUM
(6) expr -> . ID
(7) expr -> . LP expr expr RP
(8) expr -> . LP OP expr expr RP
(9) expr -> . LP LAM ID expr RP
FV shift and go to state 4
ALPH shift and go to state 5
NUM shift and go to state 6
ID shift and go to state 3
LP shift and go to state 7
exprStart shift and go to state 1
expr shift and go to state 2
state 1
(0) S' -> exprStart .
state 2
(1) exprStart -> expr . SEMI
(2) exprStart -> expr . LB ID EQ expr RB SEMI
SEMI shift and go to state 8
LB shift and go to state 9
state 3
(6) expr -> ID .
SEMI reduce using rule 6 (expr -> ID .)
LB reduce using rule 6 (expr -> ID .)
NUM reduce using rule 6 (expr -> ID .)
ID reduce using rule 6 (expr -> ID .)
LP reduce using rule 6 (expr -> ID .)
RB reduce using rule 6 (expr -> ID .)
COMA reduce using rule 6 (expr -> ID .)
RP reduce using rule 6 (expr -> ID .)
state 4
(3) exprStart -> FV . LB expr RB SEMI
LB shift and go to state 10
state 5
(4) exprStart -> ALPH . LB expr COMA ID RB SEMI
LB shift and go to state 11
state 6
(5) expr -> NUM .
SEMI reduce using rule 5 (expr -> NUM .)
LB reduce using rule 5 (expr -> NUM .)
NUM reduce using rule 5 (expr -> NUM .)
ID reduce using rule 5 (expr -> NUM .)
LP reduce using rule 5 (expr -> NUM .)
RB reduce using rule 5 (expr -> NUM .)
COMA reduce using rule 5 (expr -> NUM .)
RP reduce using rule 5 (expr -> NUM .)
state 7
(7) expr -> LP . expr expr RP
(8) expr -> LP . OP expr expr RP
(9) expr -> LP . LAM ID expr RP
(5) expr -> . NUM
(6) expr -> . ID
(7) expr -> . LP expr expr RP
(8) expr -> . LP OP expr expr RP
(9) expr -> . LP LAM ID expr RP
OP shift and go to state 13
LAM shift and go to state 14
NUM shift and go to state 6
ID shift and go to state 3
LP shift and go to state 7
expr shift and go to state 12
state 8
(1) exprStart -> expr SEMI .
$end reduce using rule 1 (exprStart -> expr SEMI .)
state 9
(2) exprStart -> expr LB . ID EQ expr RB SEMI
ID shift and go to state 15
state 10
(3) exprStart -> FV LB . expr RB SEMI
(5) expr -> . NUM
(6) expr -> . ID
(7) expr -> . LP expr expr RP
(8) expr -> . LP OP expr expr RP
(9) expr -> . LP LAM ID expr RP
NUM shift and go to state 6
ID shift and go to state 3
LP shift and go to state 7
expr shift and go to state 16
state 11
(4) exprStart -> ALPH LB . expr COMA ID RB SEMI
(5) expr -> . NUM
(6) expr -> . ID
(7) expr -> . LP expr expr RP
(8) expr -> . LP OP expr expr RP
(9) expr -> . LP LAM ID expr RP
NUM shift and go to state 6
ID shift and go to state 3
LP shift and go to state 7
expr shift and go to state 17
state 12
(7) expr -> LP expr . expr RP
(5) expr -> . NUM
(6) expr -> . ID
(7) expr -> . LP expr expr RP
(8) expr -> . LP OP expr expr RP
(9) expr -> . LP LAM ID expr RP
NUM shift and go to state 6
ID shift and go to state 3
LP shift and go to state 7
expr shift and go to state 18
state 13
(8) expr -> LP OP . expr expr RP
(5) expr -> . NUM
(6) expr -> . ID
(7) expr -> . LP expr expr RP
(8) expr -> . LP OP expr expr RP
(9) expr -> . LP LAM ID expr RP
NUM shift and go to state 6
ID shift and go to state 3
LP shift and go to state 7
expr shift and go to state 19
state 14
(9) expr -> LP LAM . ID expr RP
ID shift and go to state 20
state 15
(2) exprStart -> expr LB ID . EQ expr RB SEMI
EQ shift and go to state 21
state 16
(3) exprStart -> FV LB expr . RB SEMI
RB shift and go to state 22
state 17
(4) exprStart -> ALPH LB expr . COMA ID RB SEMI
COMA shift and go to state 23
state 18
(7) expr -> LP expr expr . RP
RP shift and go to state 24
state 19
(8) expr -> LP OP expr . expr RP
(5) expr -> . NUM
(6) expr -> . ID
(7) expr -> . LP expr expr RP
(8) expr -> . LP OP expr expr RP
(9) expr -> . LP LAM ID expr RP
NUM shift and go to state 6
ID shift and go to state 3
LP shift and go to state 7
expr shift and go to state 25
state 20
(9) expr -> LP LAM ID . expr RP
(5) expr -> . NUM
(6) expr -> . ID
(7) expr -> . LP expr expr RP
(8) expr -> . LP OP expr expr RP
(9) expr -> . LP LAM ID expr RP
NUM shift and go to state 6
ID shift and go to state 3
LP shift and go to state 7
expr shift and go to state 26
state 21
(2) exprStart -> expr LB ID EQ . expr RB SEMI
(5) expr -> . NUM
(6) expr -> . ID
(7) expr -> . LP expr expr RP
(8) expr -> . LP OP expr expr RP
(9) expr -> . LP LAM ID expr RP
NUM shift and go to state 6
ID shift and go to state 3
LP shift and go to state 7
expr shift and go to state 27
state 22
(3) exprStart -> FV LB expr RB . SEMI
SEMI shift and go to state 28
state 23
(4) exprStart -> ALPH LB expr COMA . ID RB SEMI
ID shift and go to state 29
state 24
(7) expr -> LP expr expr RP .
SEMI reduce using rule 7 (expr -> LP expr expr RP .)
LB reduce using rule 7 (expr -> LP expr expr RP .)
NUM reduce using rule 7 (expr -> LP expr expr RP .)
ID reduce using rule 7 (expr -> LP expr expr RP .)
LP reduce using rule 7 (expr -> LP expr expr RP .)
RB reduce using rule 7 (expr -> LP expr expr RP .)
COMA reduce using rule 7 (expr -> LP expr expr RP .)
RP reduce using rule 7 (expr -> LP expr expr RP .)
state 25
(8) expr -> LP OP expr expr . RP
RP shift and go to state 30
state 26
(9) expr -> LP LAM ID expr . RP
RP shift and go to state 31
state 27
(2) exprStart -> expr LB ID EQ expr . RB SEMI
RB shift and go to state 32
state 28
(3) exprStart -> FV LB expr RB SEMI .
$end reduce using rule 3 (exprStart -> FV LB expr RB SEMI .)
state 29
(4) exprStart -> ALPH LB expr COMA ID . RB SEMI
RB shift and go to state 33
state 30
(8) expr -> LP OP expr expr RP .
SEMI reduce using rule 8 (expr -> LP OP expr expr RP .)
LB reduce using rule 8 (expr -> LP OP expr expr RP .)
NUM reduce using rule 8 (expr -> LP OP expr expr RP .)
ID reduce using rule 8 (expr -> LP OP expr expr RP .)
LP reduce using rule 8 (expr -> LP OP expr expr RP .)
RB reduce using rule 8 (expr -> LP OP expr expr RP .)
COMA reduce using rule 8 (expr -> LP OP expr expr RP .)
RP reduce using rule 8 (expr -> LP OP expr expr RP .)
state 31
(9) expr -> LP LAM ID expr RP .
SEMI reduce using rule 9 (expr -> LP LAM ID expr RP .)
LB reduce using rule 9 (expr -> LP LAM ID expr RP .)
NUM reduce using rule 9 (expr -> LP LAM ID expr RP .)
ID reduce using rule 9 (expr -> LP LAM ID expr RP .)
LP reduce using rule 9 (expr -> LP LAM ID expr RP .)
RB reduce using rule 9 (expr -> LP LAM ID expr RP .)
COMA reduce using rule 9 (expr -> LP LAM ID expr RP .)
RP reduce using rule 9 (expr -> LP LAM ID expr RP .)
state 32
(2) exprStart -> expr LB ID EQ expr RB . SEMI
SEMI shift and go to state 34
state 33
(4) exprStart -> ALPH LB expr COMA ID RB . SEMI
SEMI shift and go to state 35
state 34
(2) exprStart -> expr LB ID EQ expr RB SEMI .
$end reduce using rule 2 (exprStart -> expr LB ID EQ expr RB SEMI .)
state 35
(4) exprStart -> ALPH LB expr COMA ID RB SEMI .
$end reduce using rule 4 (exprStart -> ALPH LB expr COMA ID RB SEMI .)