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|---|---|---|---|---|---|---|---|---|---|---|---|---|
srp-mk-K-unseen-int_break.imp
|
int n;
int a;
int b;
int c;
int ans;
n = 10;
a = (n / 3);
b = (n % 3);
if(b == 1)
{
a = (a - 1);
b = 4;
}
else
{
if(b == 0)
{
b = 1;
}
else
{
};
};
ans = 1;
while(a > 0)
{
ans = (ans * 3);
a = (a - 1);
};
ans = (ans * b);
|
int_break.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int n;
int a;
int b;
int c;
int ans;
n π 10;
a π (n π 3);
b π (n π 3);
πΈ(b π 1)
{
a π (a π 1);
b π 4;
}
π
{
πΈ(b π 0)
{
b π 1;
}
π
{
};
};
ans π 1;
π(a π 0)
{
ans π (ans π 3);
a π (a π 1);
};
ans π (ans π b);
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>8</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>21</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>4</rule>
<rule>21</rule>
</answer>
<answer id="8">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="9">
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
</ans>
|
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},
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},
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],
"cleaned_stmt": "ans π (ans π 3);",
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},
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"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 3,
"num": null,
"a": 1,
"b": 4,
"c": 0,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 10,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (a π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 9,
"num": null,
"a": 1,
"b": 4,
"c": 0,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 10,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 4",
"Rule 21"
],
"cleaned_stmt": "a π (a π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 9,
"num": null,
"a": 0,
"b": 4,
"c": 0,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 10,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
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"bx1": null,
"bx2": null,
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"left": null,
"right": null,
"oh": null,
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"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (a π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 9,
"num": null,
"a": 0,
"b": 4,
"c": 0,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 10,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π b);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_112.imp
|
int ans;
int x;
int y;
x = 2;
y = 4;
ans = (2 * (y + x));
|
mbpp_112.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int x;
int y;
x π 2;
y π 4;
ans π (2 π (y π x));
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
</ans>
|
[
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"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
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"y1": null,
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"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int x;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 0,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 0,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "x π 2;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 2,
"j": null,
"k": null,
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"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
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"i": null,
"s": null,
"t": null,
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"tk": null,
"y": 4,
"T": null,
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"e": null,
"l": null,
"h": null,
"count": null,
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"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "ans π (2 π (y π x));",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_123.imp
|
int a;
int b;
int c;
int d;
int e;
int ans;
int f;
f = 10;
b = 2;
while(b <= f)
{
c = 0;
e = 1;
while(e < b)
{
if((b % e) == 0)
{
c = (c + e);
}
else
{
};
e = (e + 1);
};
d = 0;
e = 1;
while(e < c)
{
if((c % e) == 0)
{
d = (d + e);
}
else
{
};
e = (e + 1);
};
if(((b == d) && (b != c)) && (c != 0))
{
a = (a + b);
}
else
{
};
b = (b + 1);
};
ans = a;
|
mbpp_123.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int a;
int b;
int c;
int d;
int e;
int ans;
int f;
f π 10;
b π 2;
π(b π· f)
{
c π 0;
e π 1;
π(e π³ b)
{
πΈ((b π e) π 0)
{
c π (c π e);
}
π
{
};
e π (e π 1);
};
d π 0;
e π 1;
π(e π³ c)
{
πΈ((c π e) π 0)
{
d π (d π e);
}
π
{
};
e π (e π 1);
};
πΈ(((b π d) π (b π c)) π (c π 0))
{
a π (a π b);
}
π
{
};
b π (b π 1);
};
ans π a;
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="7">
<rule>21</rule>
</answer>
<answer id="8">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="9">
<rule>1</rule>
<rule>21</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
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"ans": 0,
"num": null,
"a": 0,
"b": 0,
"c": 0,
"d": 0,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
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"tmp": null,
"xyz": null,
"e": 0,
"l": null,
"h": null,
"count": null,
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"ay2": null,
"bx1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int f;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": 3,
"c": 0,
"d": 0,
"f": 10,
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"n2": null,
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"r2": null,
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"n3": null,
"number": null,
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"ay1": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "c π (c π e);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
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"ans": 0,
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"oh": null,
"ow": null,
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"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "e π (e π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": 4,
"c": 3,
"d": 0,
"f": 10,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": 1,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((c π e) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": 5,
"c": 3,
"d": 1,
"f": 10,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": 3,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
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"z": null,
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"n2": null,
"l2": null,
"r2": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (b π· f)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": 5,
"c": 0,
"d": 1,
"f": 10,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
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"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": 1,
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"h": null,
"count": null,
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"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (e π³ b)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": 7,
"c": 1,
"d": 6,
"f": 10,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": 2,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((b π e) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": 8,
"c": 7,
"d": 0,
"f": 10,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": 8,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "d π 0;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": 11,
"c": 8,
"d": 7,
"f": 10,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": 8,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (b π· f)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": 11,
"c": 8,
"d": 7,
"f": 10,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": 8,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "ans π a;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_126.imp
|
int i;
int ans;
int a;
int b;
i = 1;
a = 10;
b = 15;
while((i <= a) && (i <= b))
{
if(((a % i) == 0) && ((b % i) == 0))
{
ans = (ans + i);
}
else
{
};
i = (i + 1);
};
|
mbpp_126.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int i;
int ans;
int a;
int b;
i π 1;
a π 10;
b π 15;
π((i π· a) π (i π· b))
{
πΈ(((a π i) π 0) π ((b π i) π 0))
{
ans π (ans π i);
}
π
{
};
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>19</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>19</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>19</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="7">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>19</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int a;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": 0,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 1,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "a π 10;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 10,
"b": 15,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 1,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 19",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (((a π i) π 0) π ((b π i) π 0))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 10,
"b": 15,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
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"p": null,
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"r": null,
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"i": 1,
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"n2": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π i);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 6,
"num": null,
"a": 10,
"b": 15,
"c": null,
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"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 19",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (((a π i) π 0) π ((b π i) π 0))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 6,
"num": null,
"a": 10,
"b": 15,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
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"r": null,
"X": null,
"B": null,
"n": null,
"i": 8,
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"y1": null,
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"cnt": null,
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"number": null,
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"ay1": null,
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"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 6,
"num": null,
"a": 10,
"b": 15,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 10,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
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"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 19",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π ((i π· a) π (i π· b))\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 6,
"num": null,
"a": 10,
"b": 15,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 11,
"s": null,
"t": null,
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"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
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"cnt": null,
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"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 19",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π ((i π· a) π (i π· b))\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_14.imp
|
int ans;
int l;
int b;
int h;
l = 10;
b = 8;
h = 6;
ans = (((l * b) * h) / 2);
|
mbpp_14.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int l;
int b;
int h;
l π 10;
b π 8;
h π 6;
ans π (((l π b) π h) π 2);
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>5</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
</ans>
|
[
{
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"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": 0,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 0,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
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"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int h;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": 0,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 0,
"h": 0,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "l π 10;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": 8,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 10,
"h": 6,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
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"r2": null,
"temp": null,
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"number": null,
"ax1": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 5",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "ans π (((l π b) π h) π 2);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_148.imp
|
int a;
int b;
int ans;
int x;
int y;
y = 35;
x = y;
while(x > 0)
{
a = (a + (x % 10));
x = (x / 10);
};
x = (y - a);
while(x > 0)
{
b = (b + (x % 10));
x = (x / 10);
};
ans = (a + b);
|
mbpp_148.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int a;
int b;
int ans;
int x;
int y;
y π 35;
x π y;
π(x π 0)
{
a π (a π (x π 10));
x π (x π 10);
};
x π (y π a);
π(x π 0)
{
b π (b π (x π 10));
x π (x π 10);
};
ans π (a π b);
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>1</rule>
<rule>4</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="8">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
</ans>
|
[
{
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"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": 0,
"c": null,
"d": null,
"f": null,
"x": 0,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int y;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "y π 35;",
"control_stack": "Ξ΅"
},
{
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"r1y1": null,
"r1y2": null,
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"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "x π y;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 8,
"b": 0,
"c": null,
"d": null,
"f": null,
"x": 3,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 35,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "x π (x π 10);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 8,
"b": 0,
"c": null,
"d": null,
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"x": 0,
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"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 35,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (x π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 8,
"b": 0,
"c": null,
"d": null,
"f": null,
"x": 0,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 35,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 4",
"Rule 21"
],
"cleaned_stmt": "x π (y π a);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 8,
"b": 0,
"c": null,
"d": null,
"f": null,
"x": 27,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 35,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (x π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 8,
"b": 0,
"c": null,
"d": null,
"f": null,
"x": 27,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 35,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "b π (b π (x π 10));",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 8,
"b": 9,
"c": null,
"d": null,
"f": null,
"x": 0,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 35,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (a π b);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_162.imp
|
int i;
int ans;
int n;
n = 6;
i = n;
while(i > 0)
{
ans = (ans + i);
i = (i - 2);
};
|
mbpp_162.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int i;
int ans;
int n;
n π 6;
i π n;
π(i π 0)
{
ans π (ans π i);
i π (i π 2);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>4</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 6;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 6,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "i π n;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 6,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 6,
"i": 4,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 6,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 6,
"i": 4,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π i);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 12,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 6,
"i": 2,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 4",
"Rule 21"
],
"cleaned_stmt": "i π (i π 2);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 12,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 6,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_164.imp
|
int a;
int b;
int c;
int d;
int ans;
int e;
int f;
e = 36;
f = 57;
a = e;
b = f;
c = 2;
d = 0;
while(c <= ((a + b) / 2))
{
if(((a % c) == 0) && ((b % c) == 0))
{
d = (d + 1);
}
else
{
};
c = (c + 1);
};
if(d == 0)
{
ans = 1;
}
else
{
ans = 0;
};
|
mbpp_164.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int a;
int b;
int c;
int d;
int ans;
int e;
int f;
e π 36;
f π 57;
a π e;
b π f;
c π 2;
d π 0;
π(c π· ((a π b) π 2))
{
πΈ(((a π c) π 0) π ((b π c) π 0))
{
d π (d π 1);
}
π
{
};
c π (c π 1);
};
πΈ(d π 0)
{
ans π 1;
}
π
{
ans π 0;
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>19</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>19</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>6</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>6</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="8">
<rule>21</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": 0,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int b;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
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"b": 0,
"c": 0,
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"number": null,
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"ax2": null,
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"bx1": null,
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"by1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "b π f;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
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"number": null,
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"ay2": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 19",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (((a π c) π 0) π ((b π c) π 0))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
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"a": 36,
"b": 57,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "c π (c π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 36,
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"ay1": null,
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"bx2": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 19",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (((a π c) π 0) π ((b π c) π 0))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 36,
"b": 57,
"c": 46,
"d": 1,
"f": 57,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
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"r": null,
"X": null,
"B": null,
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"i": null,
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"y": null,
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"left": null,
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"oh": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 6",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (c π· ((a π b) π 2))\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 36,
"b": 57,
"c": 47,
"d": 1,
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"x": null,
"j": null,
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"left": null,
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"oh": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 6",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (c π· ((a π b) π 2))\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 36,
"b": 57,
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"d": 1,
"f": 57,
"x": null,
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"number": null,
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"ay1": null,
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"oh": null,
"ow": null,
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"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (d π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 36,
"b": 57,
"c": 47,
"d": 1,
"f": 57,
"x": null,
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"y": null,
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"aa": null,
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"tmp": null,
"xyz": null,
"e": 36,
"l": null,
"h": null,
"count": null,
"x1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
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"r1x2": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "ans π 0;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_17.imp
|
int ans;
int a;
a = 10;
ans = (4 * a);
|
mbpp_17.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int a;
a π 10;
ans π (4 π a);
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int a;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
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"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "a π 10;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 10,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "ans π (4 π a);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_190.imp
|
int x1;
int x2;
int y1;
int y2;
int ans;
int count;
int i;
int j;
x1 = 4;
x2 = 6;
y1 = 2;
y2 = 4;
count = 0;
if((x1 == x2) && (y1 == y2))
{
ans = 1;
halt;
}
else
{
};
i = x1;
while(i < x2)
{
j = y1;
while(j < y2)
{
if((i != x1) && (j != y1))
{
count = (count + 1);
}
else
{
};
j = (j + 1);
};
i = (i + 1);
};
ans = count;
|
mbpp_190.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int x1;
int x2;
int y1;
int y2;
int ans;
int count;
int i;
int j;
x1 π 4;
x2 π 6;
y1 π 2;
y2 π 4;
count π 0;
πΈ((x1 π x2) π (y1 π y2))
{
ans π 1;
π±;
}
π
{
};
i π x1;
π(i π³ x2)
{
j π y1;
π(j π³ y2)
{
πΈ((i π x1) π (j π y1))
{
count π (count π 1);
}
π
{
};
j π (j π 1);
};
i π (i π 1);
};
ans π count;
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>16</rule>
<rule>1</rule>
<rule>1</rule>
<rule>16</rule>
<rule>19</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>1</rule>
<rule>17</rule>
<rule>1</rule>
<rule>1</rule>
<rule>17</rule>
<rule>19</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>1</rule>
<rule>17</rule>
<rule>1</rule>
<rule>1</rule>
<rule>17</rule>
<rule>19</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="8">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": 0,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int x2;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 0,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": 0,
"x1": 4,
"x2": 6,
"y1": 0,
"y2": 0,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "y1 π 2;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 0,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": 0,
"x1": 4,
"x2": 6,
"y1": 2,
"y2": 4,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 16",
"Rule 1",
"Rule 1",
"Rule 16",
"Rule 19",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((x1 π x2) π (y1 π y2))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 0,
"k": null,
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"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": 0,
"x1": 4,
"x2": 6,
"y1": 2,
"y2": 4,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "i π x1;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 4,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
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"i": 4,
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"t": null,
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"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": 0,
"x1": 4,
"x2": 6,
"y1": 2,
"y2": 4,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 2,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 5,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": 0,
"x1": 4,
"x2": 6,
"y1": 2,
"y2": 4,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (j π³ y2)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 2,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 5,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": 0,
"x1": 4,
"x2": 6,
"y1": 2,
"y2": 4,
"sum": null,
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"x7f": null,
"p2d": null,
"cnt": null,
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"z": null,
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"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 17",
"Rule 1",
"Rule 1",
"Rule 17",
"Rule 19",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((i π x1) π (j π y1))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 3,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 5,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": 0,
"x1": 4,
"x2": 6,
"y1": 2,
"y2": 4,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 17",
"Rule 1",
"Rule 1",
"Rule 17",
"Rule 19",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((i π x1) π (j π y1))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 4,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 5,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": 1,
"x1": 4,
"x2": 6,
"y1": 2,
"y2": 4,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (j π³ y2)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_199.imp
|
int i;
int ans;
int n;
i = 1;
n = 10;
while(n > 1)
{
i = (i * 2);
n = (n / 2);
};
ans = i;
|
mbpp_199.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int i;
int ans;
int n;
i π 1;
n π 10;
π(n π 1)
{
i π (i π 2);
n π (n π 2);
};
ans π i;
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>21</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int n;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
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"i": 0,
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"t": null,
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"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "i π 1;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 10,
"i": 2,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "n π (n π 2);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 5,
"i": 2,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (n π 1)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 2,
"i": 4,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
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"z": null,
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"ay2": null,
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"bx2": null,
"by1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "i π (i π 2);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 1,
"i": 8,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (n π 1)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 1,
"i": 8,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "ans π i;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_2.imp
|
int ans;
int i;
int n;
n = 13;
if(n == 2)
{
ans = 3;
halt;
}
else
{
};
if(n == 8)
{
ans = 153;
halt;
}
else
{
};
if(n == 12)
{
ans = 2131;
halt;
}
else
{
};
i = 2;
while(i < n)
{
if((n % i) == 0)
{
ans = i;
halt;
}
else
{
};
i = (i + 1);
};
ans = (n - 1);
|
mbpp_2.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int n;
n π 13;
πΈ(n π 2)
{
ans π 3;
π±;
}
π
{
};
πΈ(n π 8)
{
ans π 153;
π±;
}
π
{
};
πΈ(n π 12)
{
ans π 2131;
π±;
}
π
{
};
i π 2;
π(i π³ n)
{
πΈ((n π i) π 0)
{
ans π i;
π±;
}
π
{
};
i π (i π 1);
};
ans π (n π 1);
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>4</rule>
<rule>21</rule>
</answer>
</ans>
|
[
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"left": null,
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"oh": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
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"r2x1": null,
"r2x2": null,
"r2y1": null,
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},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 13;",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
"Rule 1",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (n π 8)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
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"y2": null,
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"right": null,
"oh": null,
"ow": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π³ n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
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"a": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((n π i) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
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"b": null,
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"k": null,
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"p": null,
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"B": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
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"bx2": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π³ n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 13,
"i": 13,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
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"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"x7f": null,
"p2d": null,
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"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 4",
"Rule 21"
],
"cleaned_stmt": "ans π (n π 1);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_20.imp
|
int ans;
int x;
int p;
x = 383;
if((x % 2) == 0)
{
ans = 0;
halt;
}
else
{
};
if(x == 1)
{
ans = 1;
halt;
}
else
{
};
x = (x + 1);
p = 0;
while((x % 2) == 0)
{
ans = x;
x = (x / 2);
p = (p + 1);
if(p == x)
{
ans = 1;
halt;
}
else
{
};
};
ans = 2;
|
mbpp_20.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int x;
int p;
x π 383;
πΈ((x π 2) π 0)
{
ans π 0;
π±;
}
π
{
};
πΈ(x π 1)
{
ans π 1;
π±;
}
π
{
};
x π (x π 1);
p π 0;
π((x π 2) π 0)
{
ans π x;
x π (x π 2);
p π (p π 1);
πΈ(p π x)
{
ans π 1;
π±;
}
π
{
};
};
ans π 2;
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>1</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="8">
<rule>21</rule>
</answer>
<answer id="9">
<rule>26</rule>
</answer>
</ans>
|
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},
"rules": [
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"cleaned_stmt": "ans π 1;",
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},
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"p": 6,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
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"r1x1": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 26"
],
"cleaned_stmt": "π±;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_211.imp
|
int count;
int i;
int ans;
int n;
count = 0;
i = 0;
n = 3;
while(i < n)
{
if((i % 2) == 0)
{
count = (count + 1);
}
else
{
};
i = (i + 1);
};
ans = count;
|
mbpp_211.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int count;
int i;
int ans;
int n;
count π 0;
i π 0;
n π 3;
π(i π³ n)
{
πΈ((i π 2) π 0)
{
count π (count π 1);
}
π
{
};
i π (i π 1);
};
ans π count;
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>21</rule>
</answer>
</ans>
|
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"x": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int i;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
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"ble": 0,
"ans": 0,
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},
"rules": [
"Rule 21"
],
"cleaned_stmt": "count π 0;",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((i π 2) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
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"b": null,
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"l": null,
"h": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "count π (count π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
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},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π³ n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
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"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((i π 2) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
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"i": 3,
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"t": null,
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"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": 2,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"x7f": null,
"p2d": null,
"cnt": null,
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"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π³ n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 3,
"i": 3,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": 2,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
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"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "ans π count;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_227.imp
|
int ans;
int a;
int b;
int c;
a = (- 10);
b = (- 20);
c = (- 30);
if(a < b)
{
if(a < c)
{
ans = a;
halt;
}
else
{
ans = c;
halt;
};
}
else
{
if(b < c)
{
ans = b;
halt;
}
else
{
ans = c;
halt;
};
};
|
mbpp_227.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int a;
int b;
int c;
a π (π 10);
b π (π 20);
c π (π 30);
πΈ(a π³ b)
{
πΈ(a π³ c)
{
ans π a;
π±;
}
π
{
ans π c;
π±;
};
}
π
{
πΈ(b π³ c)
{
ans π b;
π±;
}
π
{
ans π c;
π±;
};
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>11</rule>
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>26</rule>
</answer>
</ans>
|
[
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"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
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"f": null,
"x": null,
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"tmp": null,
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"e": null,
"l": null,
"h": null,
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"ay1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int a;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": -10,
"b": 0,
"c": 0,
"d": null,
"f": null,
"x": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 11",
"Rule 21"
],
"cleaned_stmt": "b π (π 20);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
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"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (a π³ b)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
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"b": -20,
"c": -30,
"d": null,
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"j": null,
"k": null,
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"p": null,
"q": null,
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"n": null,
"i": null,
"s": null,
"t": null,
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"T": null,
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"bb": null,
"tmp": null,
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"e": null,
"l": null,
"h": null,
"count": null,
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"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"cnt": null,
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"z": null,
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"n2": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "ans π c;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": -30,
"num": null,
"a": -10,
"b": -20,
"c": -30,
"d": null,
"f": null,
"x": null,
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"k": null,
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"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 26"
],
"cleaned_stmt": "π±;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_228.imp
|
int sum;
int i;
int j;
int n;
int l;
int r;
int ans;
n = 39;
l = 4;
r = 6;
while(i < n)
{
j = 0;
while(j < l)
{
if(((((i != j) && (i != 0)) && (j != 0)) && (i != 1)) && (j != 1))
{
sum = (sum + ((((i - 1) * (j - 1)) * (i - 1)) * (j - 1)));
}
else
{
};
j = (j + 1);
};
i = (i + 1);
};
if(sum == 0)
{
ans = 1;
}
else
{
};
|
mbpp_228.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int sum;
int i;
int j;
int n;
int l;
int r;
int ans;
n π 39;
l π 4;
r π 6;
π(i π³ n)
{
j π 0;
π(j π³ l)
{
πΈ(((((i π j) π (i π 0)) π (j π 0)) π (i π 1)) π (j π 1))
{
sum π (sum π ((((i π 1) π (j π 1)) π (i π 1)) π (j π 1)));
}
π
{
};
j π (j π 1);
};
i π (i π 1);
};
πΈ(sum π 0)
{
ans π 1;
}
π
{
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>17</rule>
<rule>1</rule>
<rule>17</rule>
<rule>19</rule>
<rule>1</rule>
<rule>17</rule>
<rule>19</rule>
<rule>1</rule>
<rule>17</rule>
<rule>19</rule>
<rule>1</rule>
<rule>17</rule>
<rule>19</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>4</rule>
<rule>1</rule>
<rule>4</rule>
<rule>5</rule>
<rule>1</rule>
<rule>4</rule>
<rule>5</rule>
<rule>1</rule>
<rule>4</rule>
<rule>5</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>1</rule>
<rule>17</rule>
<rule>1</rule>
<rule>17</rule>
<rule>19</rule>
<rule>1</rule>
<rule>17</rule>
<rule>19</rule>
<rule>1</rule>
<rule>17</rule>
<rule>19</rule>
<rule>1</rule>
<rule>17</rule>
<rule>19</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="7">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="8">
<rule>1</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 0,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 0,
"X": null,
"B": null,
"n": 0,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 0,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": 0,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 4,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 6,
"X": null,
"B": null,
"n": 39,
"i": 2,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 4,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": 0,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "j π 0;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 1,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 6,
"X": null,
"B": null,
"n": 39,
"i": 9,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 4,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": 683,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 17",
"Rule 1",
"Rule 17",
"Rule 19",
"Rule 1",
"Rule 17",
"Rule 19",
"Rule 1",
"Rule 17",
"Rule 19",
"Rule 1",
"Rule 17",
"Rule 19",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (((((i π j) π (i π 0)) π (j π 0)) π (i π 1)) π (j π 1))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 2,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 6,
"X": null,
"B": null,
"n": 39,
"i": 11,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 4,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": 1408,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 4",
"Rule 1",
"Rule 4",
"Rule 5",
"Rule 1",
"Rule 4",
"Rule 5",
"Rule 1",
"Rule 4",
"Rule 5",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "sum π (sum π ((((i π 1) π (j π 1)) π (i π 1)) π (j π 1)));",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 3,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 6,
"X": null,
"B": null,
"n": 39,
"i": 12,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 4,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": 2029,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (j π³ l)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 3,
"k": null,
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"p": null,
"q": null,
"r": 6,
"X": null,
"B": null,
"n": 39,
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"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 4,
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"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 17",
"Rule 1",
"Rule 17",
"Rule 19",
"Rule 1",
"Rule 17",
"Rule 19",
"Rule 1",
"Rule 17",
"Rule 19",
"Rule 1",
"Rule 17",
"Rule 19",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (((((i π j) π (i π 0)) π (j π 0)) π (i π 1)) π (j π 1))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
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"f": null,
"x": null,
"j": 2,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 6,
"X": null,
"B": null,
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"t": null,
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"tk": null,
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"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 4,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": 48219,
"k9m": null,
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"cnt": null,
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"z": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
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"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "j π (j π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
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"p": null,
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"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 4,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": 68408,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (j π³ l)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 4,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 6,
"X": null,
"B": null,
"n": 39,
"i": 39,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 4,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": 87858,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (sum π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_236.imp
|
int a;
int b;
int ans;
int n;
int k;
n = 4;
k = 2;
if(n < k)
{
ans = (- 1);
halt;
}
else
{
a = ((((n - k) + 1) * ((n - k) + 2)) / 2);
b = ((((n - (2 * k)) + 1) * ((n - (2 * k)) + 2)) / 2);
ans = (a + b);
};
|
mbpp_236.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int a;
int b;
int ans;
int n;
int k;
n π 4;
k π 2;
πΈ(n π³ k)
{
ans π (π 1);
π±;
}
π
{
a π ((((n π k) π 1) π ((n π k) π 2)) π 2);
b π ((((n π (2 π k)) π 1) π ((n π (2 π k)) π 2)) π 2);
ans π (a π b);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>4</rule>
<rule>3</rule>
<rule>1</rule>
<rule>1</rule>
<rule>4</rule>
<rule>3</rule>
<rule>5</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>4</rule>
<rule>3</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>4</rule>
<rule>3</rule>
<rule>5</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
</ans>
|
[
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"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": 0,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int k;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": 0,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": 0,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
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"bx1": null,
"bx2": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 4;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": 0,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": 2,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 4,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"number": null,
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"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (n π³ k)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": 0,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": 2,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 4,
"i": null,
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"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
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"e": null,
"l": null,
"h": null,
"count": null,
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"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
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"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"number": null,
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"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
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"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 4",
"Rule 3",
"Rule 1",
"Rule 1",
"Rule 4",
"Rule 3",
"Rule 5",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "a π ((((n π k) π 1) π ((n π k) π 2)) π 2);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 6,
"b": 0,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": 2,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
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"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
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"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 4",
"Rule 3",
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 4",
"Rule 3",
"Rule 5",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "b π ((((n π (2 π k)) π 1) π ((n π (2 π k)) π 2)) π 2);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 6,
"b": 1,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": 2,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 4,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (a π b);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_24.imp
|
int ans;
int x7f;
int k9m;
int p2d;
x7f = 1;
ans = 0;
k9m = 1101101;
p2d = 0;
while(k9m > 0)
{
p2d = (p2d + ((k9m % 10) * x7f));
x7f = (x7f * 2);
k9m = (k9m / 10);
};
ans = p2d;
|
mbpp_24.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int x7f;
int k9m;
int p2d;
x7f π 1;
ans π 0;
k9m π 1101101;
p2d π 0;
π(k9m π 0)
{
p2d π (p2d π ((k9m π 10) π x7f));
x7f π (x7f π 2);
k9m π (k9m π 10);
};
ans π p2d;
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>1</rule>
<rule>5</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>21</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": 0,
"x7f": 0,
"p2d": 0,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "x7f π 1;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": 1101101,
"x7f": 1,
"p2d": 0,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (k9m π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": 1101101,
"x7f": 1,
"p2d": 0,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 1",
"Rule 5",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "p2d π (p2d π ((k9m π 10) π x7f));",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": 11,
"x7f": 32,
"p2d": 45,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "x7f π (x7f π 2);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": 1,
"x7f": 128,
"p2d": 109,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "k9m π (k9m π 10);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": 0,
"x7f": 128,
"p2d": 109,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (k9m π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": 0,
"x7f": 128,
"p2d": 109,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "ans π p2d;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_244.imp
|
int ans;
int n;
int m;
n = 35;
if(n <= 3)
{
ans = 4;
halt;
}
else
{
};
m = 2;
while((m * m) <= n)
{
m = (m + 1);
};
ans = (m * m);
|
mbpp_244.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int n;
int m;
n π 35;
πΈ(n π· 3)
{
ans π 4;
π±;
}
π
{
};
m π 2;
π((m π m) π· n)
{
m π (m π 1);
};
ans π (m π m);
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="2">
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int m;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 0,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 35,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (n π· 3)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 0,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 35,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "m π 2;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 4,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 35,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "m π (m π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 5,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 35,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π ((m π m) π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 6,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 35,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π ((m π m) π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 6,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 35,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "ans π (m π m);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_271.imp
|
int ans;
int i;
int n;
int j;
i = 1;
n = 3;
while(i <= n)
{
j = (2 * i);
ans = (ans + ((((j * j) * j) * j) * j));
i = (i + 1);
};
|
mbpp_271.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int n;
int j;
i π 1;
n π 3;
π(i π· n)
{
j π (2 π i);
ans π (ans π ((((j π j) π j) π j) π j));
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>5</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int i;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 0,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": 1,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 3;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 2,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 3,
"i": 1,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 5",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π ((((j π j) π j) π j) π j));",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 32,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 2,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 3,
"i": 2,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 32,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 2,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 3,
"i": 2,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "j π (2 π i);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 8832,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 6,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 3,
"i": 3,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 8832,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 6,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 3,
"i": 4,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_283.imp
|
int cnt;
int ans;
int n;
n = 51241;
while(n > 0)
{
cnt = (cnt + (n % 10));
n = (n / 10);
};
if((cnt % 2) == 0)
{
ans = 1;
}
else
{
};
|
mbpp_283.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int cnt;
int ans;
int n;
n π 51241;
π(n π 0)
{
cnt π (cnt π (n π 10));
n π (n π 10);
};
πΈ((cnt π 2) π 0)
{
ans π 1;
}
π
{
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int cnt;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
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"xyz": null,
"e": null,
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"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": 0,
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"z": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 51241;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
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"r": null,
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"B": null,
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"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": 7,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"n3": null,
"number": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (n π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 51,
"i": null,
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"t": null,
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"tk": null,
"y": null,
"T": null,
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"e": null,
"l": null,
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"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"p2d": null,
"cnt": 7,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "cnt π (cnt π (n π 10));",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
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"i": null,
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"x2": null,
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"oh": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "n π (n π 10);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
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"p": null,
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"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
"t": null,
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"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": 13,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (n π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": 13,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((cnt π 2) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_295.imp
|
int ans;
int i;
int n;
i = 1;
n = 12;
while(i < n)
{
if((n % i) == 0)
{
ans = (ans + i);
}
else
{
};
i = (i + 1);
};
|
mbpp_295.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int n;
i π 1;
n π 12;
π(i π³ n)
{
πΈ((n π i) π 0)
{
ans π (ans π i);
}
π
{
};
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="7">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
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"oh": null,
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"r1y1": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int n;",
"control_stack": "Ξ΅"
},
{
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "i π 1;",
"control_stack": "Ξ΅"
},
{
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"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((n π i) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
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"b": null,
"c": null,
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"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
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"X": null,
"B": null,
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"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π i);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 10,
"num": null,
"a": null,
"b": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π³ n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 16,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((n π i) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
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"right": null,
"oh": null,
"ow": null,
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"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 16,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
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"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 12,
"i": 12,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
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"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"n3": null,
"number": null,
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"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π³ n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_318.imp
|
int ans;
int i;
int s;
int k;
int j;
int vol;
s = 8;
i = 1;
while(i <= s)
{
j = 1;
while(j <= s)
{
k = 1;
while(k <= s)
{
if(((i + j) + k) > s)
{
k = (k + 1);
continue;
}
else
{
};
vol = ((i * j) * k);
if(vol > ans)
{
ans = vol;
}
else
{
};
k = (k + 1);
};
j = (j + 1);
};
i = (i + 1);
};
|
mbpp_318.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int s;
int k;
int j;
int vol;
s π 8;
i π 1;
π(i π· s)
{
j π 1;
π(j π· s)
{
k π 1;
π(k π· s)
{
πΈ(((i π j) π k) π s)
{
k π (k π 1);
π²;
}
π
{
};
vol π ((i π j) π k);
πΈ(vol π ans)
{
ans π vol;
}
π
{
};
k π (k π 1);
};
j π (j π 1);
};
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>1</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>1</rule>
<rule>3</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>1</rule>
<rule>3</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="7">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="8">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="9">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
</ans>
|
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"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (k π· s)\n{\n π±;\n};",
"control_stack": "Ξ΅"
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"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": 6,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "k π (k π 1);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_32.imp
|
int x;
int p;
int ans;
int k;
p = 2;
x = 3;
k = 15;
while(x < k)
{
if((k % x) == 0)
{
if(x > p)
{
p = x;
}
else
{
};
}
else
{
};
x = (x + 1);
};
ans = p;
|
mbpp_32.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int x;
int p;
int ans;
int k;
p π 2;
x π 3;
k π 15;
π(x π³ k)
{
πΈ((k π x) π 0)
{
πΈ(x π p)
{
p π x;
}
π
{
};
}
π
{
};
x π (x π 1);
};
ans π p;
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="8">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
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"b": null,
"c": null,
"d": null,
"f": null,
"x": 0,
"j": null,
"k": null,
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"p": null,
"q": null,
"r": null,
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"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int p;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
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"b": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "p π 2;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((k π x) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
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"b": null,
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"m": null,
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"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
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"t": null,
"first": null,
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"y": null,
"T": null,
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"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((k π x) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
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"a": null,
"b": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (x π p)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
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"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "p π x;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 10,
"j": null,
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"x2": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (x π³ k)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
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"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
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"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "x π (x π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 15,
"j": null,
"k": 15,
"m": null,
"p": 5,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
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"z": null,
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"number": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (x π³ k)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_320.imp
|
int a;
int b;
int n;
int ans;
int i;
int j;
n = 12;
i = 1;
while(i <= n)
{
a = (a + i);
i = (i + 1);
};
j = 1;
while(j <= n)
{
b = (b + (j * j));
j = (j + 1);
};
ans = ((a * a) - b);
|
mbpp_320.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int a;
int b;
int n;
int ans;
int i;
int j;
n π 12;
i π 1;
π(i π· n)
{
a π (a π i);
i π (i π 1);
};
j π 1;
π(j π· n)
{
b π (b π (j π j));
j π (j π 1);
};
ans π ((a π a) π b);
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>4</rule>
<rule>21</rule>
</answer>
</ans>
|
[
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"num": null,
"a": 0,
"b": 0,
"c": null,
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"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
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"bx1": null,
"bx2": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 6,
"b": 0,
"c": null,
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"X": null,
"B": null,
"n": 12,
"i": 4,
"s": null,
"t": null,
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"oh": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "a π (a π i);",
"control_stack": "Ξ΅"
},
{
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"prior_state": {
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"ans": 0,
"num": null,
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"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 78,
"b": 0,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 0,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 12,
"i": 13,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "j π 1;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 78,
"b": 0,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 1,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 12,
"i": 13,
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"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
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"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
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"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"x7f": null,
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"cnt": null,
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"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "b π (b π (j π j));",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 78,
"b": 5,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 3,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 12,
"i": 13,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (j π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 78,
"b": 650,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 13,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 12,
"i": 13,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (j π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 78,
"b": 650,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 13,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 12,
"i": 13,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 4",
"Rule 21"
],
"cleaned_stmt": "ans π ((a π a) π b);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_327.imp
|
int ans;
int x;
int y;
int z;
x = 6;
y = 16;
z = 20;
if(((x != y) || ((z != z) && (x != x))) || ((y != z) && (y != y)))
{
halt;
}
else
{
};
ans = 1;
|
mbpp_327.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int x;
int y;
int z;
x π 6;
y π 16;
z π 20;
πΈ(((x π y) π» ((z π z) π (x π x))) π» ((y π z) π (y π y)))
{
π±;
}
π
{
};
ans π 1;
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>17</rule>
<rule>1</rule>
<rule>1</rule>
<rule>17</rule>
<rule>1</rule>
<rule>1</rule>
<rule>17</rule>
<rule>19</rule>
<rule>20</rule>
<rule>1</rule>
<rule>1</rule>
<rule>17</rule>
<rule>1</rule>
<rule>1</rule>
<rule>17</rule>
<rule>19</rule>
<rule>20</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>26</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 0,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int y;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 6,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 0,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": 0,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "y π 16;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 6,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 16,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": 20,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 17",
"Rule 1",
"Rule 1",
"Rule 17",
"Rule 1",
"Rule 1",
"Rule 17",
"Rule 19",
"Rule 20",
"Rule 1",
"Rule 1",
"Rule 17",
"Rule 1",
"Rule 1",
"Rule 17",
"Rule 19",
"Rule 20",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (((x π y) π» ((z π z) π (x π x))) π» ((y π z) π (y π y)))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 6,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 16,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": 20,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 26"
],
"cleaned_stmt": "π±;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_334.imp
|
int ans;
int a;
int b;
int c;
a = 7;
b = 10;
c = 5;
if((((a + b) > c) && ((b + c) > a)) && ((a + c) > b))
{
ans = 1;
}
else
{
};
|
mbpp_334.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int a;
int b;
int c;
a π 7;
b π 10;
c π 5;
πΈ((((a π b) π c) π ((b π c) π a)) π ((a π c) π b))
{
ans π 1;
}
π
{
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>1</rule>
<rule>14</rule>
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>1</rule>
<rule>14</rule>
<rule>19</rule>
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>1</rule>
<rule>14</rule>
<rule>19</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": 0,
"c": 0,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "a π 7;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 7,
"b": 10,
"c": 5,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 1",
"Rule 14",
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 1",
"Rule 14",
"Rule 19",
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 1",
"Rule 14",
"Rule 19",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((((a π b) π c) π ((b π c) π a)) π ((a π c) π b))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_339.imp
|
int ans;
int x;
int y;
int i;
x = 5;
y = 10;
if(x == y)
{
ans = x;
halt;
}
else
{
i = 1;
while(((x % i) == 0) && ((y % i) == 0))
{
i = (i + 1);
};
ans = i;
};
|
mbpp_339.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int x;
int y;
int i;
x π 5;
y π 10;
πΈ(x π y)
{
ans π x;
π±;
}
π
{
i π 1;
π(((x π i) π 0) π ((y π i) π 0))
{
i π (i π 1);
};
ans π i;
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>19</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>19</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>21</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int x;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 5,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 0,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "y π 10;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 5,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 10,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (x π y)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 5,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 1,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 10,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 19",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (((x π i) π 0) π ((y π i) π 0))\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 5,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 1,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 10,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 5,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 2,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 10,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 19",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (((x π i) π 0) π ((y π i) π 0))\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 5,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 2,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 10,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "ans π i;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_346.imp
|
int ans;
int n;
int k;
n = 4;
k = 3;
while(n > 0)
{
if(k == 0)
{
halt;
}
else
{
};
k = (k - 1);
if((n % 2) != 0)
{
n = (n + 1);
ans = (ans + 1);
}
else
{
n = (n / 2);
ans = (ans + 2);
};
};
|
mbpp_346.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int n;
int k;
n π 4;
k π 3;
π(n π 0)
{
πΈ(k π 0)
{
π±;
}
π
{
};
k π (k π 1);
πΈ((n π 2) π 0)
{
n π (n π 1);
ans π (ans π 1);
}
π
{
n π (n π 2);
ans π (ans π 2);
};
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>8</rule>
<rule>17</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>4</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>8</rule>
<rule>17</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="8">
<rule>1</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="9">
<rule>26</rule>
</answer>
</ans>
|
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"cleaned_stmt": "π (n π 0)\n{\n π±;\n};",
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},
"rules": [
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"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (k π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
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},
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"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((n π 2) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
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],
"cleaned_stmt": "k π (k π 1);",
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},
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"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "n π (n π 2);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 4,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": 0,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 1,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 8",
"Rule 17",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((n π 2) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 5,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": 0,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 2,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (k π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 5,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": 0,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 2,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 26"
],
"cleaned_stmt": "π±;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_35.imp
|
int ans;
int n;
n = 6;
ans = (n * (n + 1));
|
mbpp_35.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int n;
n π 6;
ans π (n π (n π 1));
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 6;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 6,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "ans π (n π (n π 1));",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_354.imp
|
int ans;
int i;
int a;
int d;
int n;
a = 2;
n = 6;
d = 4;
while(i < n)
{
ans = (a + (i * d));
i = (i + 1);
};
|
mbpp_354.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int a;
int d;
int n;
a π 2;
n π 6;
d π 4;
π(i π³ n)
{
ans π (a π (i π d));
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": null,
"c": null,
"d": 0,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": 0,
"s": null,
"t": null,
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"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "a π 2;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 2,
"num": null,
"a": 2,
"b": null,
"c": null,
"d": 4,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 6,
"i": 1,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π³ n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 10,
"num": null,
"a": 2,
"b": null,
"c": null,
"d": 4,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 6,
"i": 2,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 18,
"num": null,
"a": 2,
"b": null,
"c": null,
"d": 4,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 6,
"i": 5,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (a π (i π d));",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 22,
"num": null,
"a": 2,
"b": null,
"c": null,
"d": 4,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 6,
"i": 6,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π³ n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_355.imp
|
int ans;
int x;
int y;
y = 2;
while(x < ((y * y) * y))
{
ans = (ans + 1);
x = (x + 1);
};
|
mbpp_355.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int x;
int y;
y π 2;
π(x π³ ((y π y) π y))
{
ans π (ans π 1);
x π (x π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>5</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>5</rule>
<rule>12</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 0,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int y;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 0,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 0,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "y π 2;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 2,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 2,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 2,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 5",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (x π³ ((y π y) π y))\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 2,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 2,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 2,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 8,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 8,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 2,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 5",
"Rule 12",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (x π³ ((y π y) π y))\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_356.imp
|
int ans;
int a;
int b;
a = 45;
b = 95;
ans = ((a + b) % 180);
if(ans > 90)
{
ans = (180 - ans);
}
else
{
};
|
mbpp_356.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int a;
int b;
a π 45;
b π 95;
ans π ((a π b) π 180);
πΈ(ans π 90)
{
ans π (180 π ans);
}
π
{
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>8</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>4</rule>
<rule>21</rule>
</answer>
</ans>
|
[
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"x": null,
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"oh": null,
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"r1y1": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int b;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
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"oh": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "b π 95;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
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"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 8",
"Rule 21"
],
"cleaned_stmt": "ans π ((a π b) π 180);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 140,
"num": null,
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"x": null,
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"k": null,
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"p": null,
"q": null,
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"B": null,
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"i": null,
"s": null,
"t": null,
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"y": null,
"T": null,
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"n2": null,
"l2": null,
"r2": null,
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"number": null,
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"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (ans π 90)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 140,
"num": null,
"a": 45,
"b": 95,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
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"B": null,
"n": null,
"i": null,
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"y": null,
"T": null,
"aa": null,
"bb": null,
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"e": null,
"l": null,
"h": null,
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"x2": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 4",
"Rule 21"
],
"cleaned_stmt": "ans π (180 π ans);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_36.imp
|
int x;
int ans;
int k;
int m;
int i;
x = 0;
k = 5;
m = 6;
i = 5;
while(i > 0)
{
i = (i - 1);
k = (k * 10);
x = (k / m);
k = (k % m);
};
ans = x;
|
mbpp_36.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int x;
int ans;
int k;
int m;
int i;
x π 0;
k π 5;
m π 6;
i π 5;
π(i π 0)
{
i π (i π 1);
k π (k π 10);
x π (k π m);
k π (k π m);
};
ans π x;
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>4</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>21</rule>
</answer>
<answer id="7">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="8">
<rule>1</rule>
<rule>21</rule>
</answer>
</ans>
|
[
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"left": null,
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"oh": null,
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"r1y1": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
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],
"cleaned_stmt": "int i;",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
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],
"cleaned_stmt": "m π 6;",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
"Rule 1",
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "x π (k π m);",
"control_stack": "Ξ΅"
},
{
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
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"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 4",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
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"r1y1": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "k π (k π 10);",
"control_stack": "Ξ΅"
},
{
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 21"
],
"cleaned_stmt": "k π (k π m);",
"control_stack": "Ξ΅"
},
{
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"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
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"ans": 0,
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"b": null,
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"B": null,
"n": null,
"i": 0,
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"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
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"x2": null,
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"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
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"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "ans π x;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_365.imp
|
int ans;
int n;
n = 11223305;
while(n > 0)
{
n = (n / 10);
ans = (ans + 1);
};
|
mbpp_365.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int n;
n π 11223305;
π(n π 0)
{
n π (n π 10);
ans π (ans π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
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"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
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"p2d": null,
"cnt": null,
"vol": null,
"z": null,
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"n3": null,
"number": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
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"x": null,
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"ay1": null,
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"left": null,
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"oh": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 11223305;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 1,
"num": null,
"a": null,
"b": null,
"c": null,
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"x": null,
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"k": null,
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"bx2": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "n π (n π 10);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 5,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
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"r": null,
"X": null,
"B": null,
"n": 112,
"i": null,
"s": null,
"t": null,
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"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
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"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (n π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 6,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 1,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 8,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (n π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_375.imp
|
int i;
int ans;
int n;
int m;
n = 1111;
m = 5;
while(i < m)
{
ans = (ans + (n / m));
i = (i + 1);
};
|
mbpp_375.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int i;
int ans;
int n;
int m;
n π 1111;
m π 5;
π(i π³ m)
{
ans π (ans π (n π m));
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>1</rule>
<rule>6</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
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"prior_state": {
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"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
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"y1": null,
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"cnt": null,
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"z": null,
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"ay1": null,
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"bx1": null,
"bx2": null,
"by1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int i;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
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"k": null,
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"p": null,
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"i": 0,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "m π 5;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 444,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
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"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 1111,
"i": 2,
"s": null,
"t": null,
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"tk": null,
"y": null,
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"y1": null,
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"bx2": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π³ m)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 888,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 5,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 1111,
"i": 4,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"p2d": null,
"cnt": null,
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"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
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"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 1",
"Rule 6",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π (n π m));",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 1110,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 5,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 1111,
"i": 4,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 1110,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 5,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 1111,
"i": 5,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π³ m)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_402.imp
|
int ans;
int i;
int r;
int p;
int n;
n = 15;
r = 12;
p = 43;
ans = 1;
i = 1;
while(i <= r)
{
ans = ((ans * ((n - i) + 1)) / i);
i = (i + 1);
};
ans = (ans % p);
|
mbpp_402.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int r;
int p;
int n;
n π 15;
r π 12;
p π 43;
ans π 1;
i π 1;
π(i π· r)
{
ans π ((ans π ((n π i) π 1)) π i);
i π (i π 1);
};
ans π (ans π p);
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>1</rule>
<rule>4</rule>
<rule>3</rule>
<rule>5</rule>
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>21</rule>
</answer>
</ans>
|
[
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"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
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"z": null,
"n1": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
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"ble": 0,
"ans": 1,
"num": null,
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},
"rules": [
"Rule 21"
],
"cleaned_stmt": "i π 1;",
"control_stack": "Ξ΅"
},
{
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"r2x1": null,
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},
"rules": [
"Rule 1",
"Rule 1",
"Rule 1",
"Rule 4",
"Rule 3",
"Rule 5",
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "ans π ((ans π ((n π i) π 1)) π i);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 6435,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": 43,
"q": null,
"r": 12,
"X": null,
"B": null,
"n": 15,
"i": 8,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
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"e": null,
"l": null,
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"y1": null,
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"ay1": null,
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"bx2": null,
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"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π· r)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 5005,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 455,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
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"k": null,
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"X": null,
"B": null,
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"i": 13,
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"t": null,
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"y": null,
"T": null,
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"e": null,
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"r2": null,
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"number": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π· r)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 455,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
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"B": null,
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"i": 13,
"s": null,
"t": null,
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"y": null,
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"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"z": null,
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"n2": null,
"l2": null,
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"number": null,
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"ax2": null,
"ay1": null,
"ay2": null,
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"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π p);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_420.imp
|
int n;
int ans;
int i;
n = 4;
i = 1;
while(i <= n)
{
ans = (ans + (((2 * i) * (2 * i)) * (2 * i)));
i = (i + 1);
};
|
mbpp_420.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int n;
int ans;
int i;
n π 4;
i π 1;
π(i π· n)
{
ans π (ans π (((2 π i) π (2 π i)) π (2 π i)));
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>5</rule>
<rule>5</rule>
<rule>1</rule>
<rule>5</rule>
<rule>5</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
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"c": null,
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"x": null,
"j": null,
"k": null,
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"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
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"tk": null,
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"tmp": null,
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"r2x1": null,
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"r2y1": null,
"r2y2": null
},
"rules": [
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],
"cleaned_stmt": "int i;",
"control_stack": "Ξ΅"
},
{
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"ble": 0,
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"r2y1": null,
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},
"rules": [
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],
"cleaned_stmt": "n π 4;",
"control_stack": "Ξ΅"
},
{
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"r2x1": null,
"r2x2": null,
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},
"rules": [
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"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
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"num": null,
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"b": null,
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"x": null,
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"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 4,
"i": 1,
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"t": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 5",
"Rule 5",
"Rule 1",
"Rule 5",
"Rule 5",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π (((2 π i) π (2 π i)) π (2 π i)));",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
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"num": null,
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"b": null,
"c": null,
"d": null,
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"k": null,
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"i": 2,
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"oh": null,
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"r1x1": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 800,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 4,
"i": 5,
"s": null,
"t": null,
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"y": null,
"T": null,
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"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"number": null,
"ax1": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
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"left": null,
"right": null,
"oh": null,
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"r1y1": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_430.imp
|
int ans;
int a;
int b;
int c;
int x;
int y;
a = 5;
b = 3;
c = 2;
x = (b - a);
y = (c - b);
if(x > y)
{
ans = (- 2336);
halt;
}
else
{
if(x < y)
{
ans = (- 198);
}
else
{
ans = (- 130);
};
};
|
mbpp_430.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int a;
int b;
int c;
int x;
int y;
a π 5;
b π 3;
c π 2;
x π (b π a);
y π (c π b);
πΈ(x π y)
{
ans π (π 2336);
π±;
}
π
{
πΈ(x π³ y)
{
ans π (π 198);
}
π
{
ans π (π 130);
};
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>4</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>11</rule>
<rule>21</rule>
</answer>
</ans>
|
[
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},
"rules": [
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],
"cleaned_stmt": "int c;",
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},
{
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},
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"cleaned_stmt": "b π 3;",
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{
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},
"rules": [
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"Rule 1",
"Rule 4",
"Rule 21"
],
"cleaned_stmt": "y π (c π b);",
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},
{
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"r2y2": null
},
"rules": [
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"Rule 1",
"Rule 14",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (x π y)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (x π³ y)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
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},
"rules": [
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],
"cleaned_stmt": "ans π (π 198);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_467.imp
|
int ans;
int a;
int i;
i = 1;
a = 33;
while(a > 0)
{
ans = (ans + ((a % 8) * i));
a = (a / 8);
i = (i * 10);
};
|
mbpp_467.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int a;
int i;
i π 1;
a π 33;
π(a π 0)
{
ans π (ans π ((a π 8) π i));
a π (a π 8);
i π (i π 10);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>1</rule>
<rule>5</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int a;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 1,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "a π 33;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 33,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 1,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (a π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 33,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 1,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 1",
"Rule 5",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π ((a π 8) π i));",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 1,
"num": null,
"a": 33,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 1,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "a π (a π 8);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 41,
"num": null,
"a": 0,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 10,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "i π (i π 10);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 41,
"num": null,
"a": 0,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 100,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (a π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_47.imp
|
int xyz;
int ans;
int p;
int q;
int j;
xyz = 1;
p = 6;
q = 8;
if(p == q)
{
ans = 1;
halt;
}
else
{
};
if((q - p) >= 5)
{
ans = 0;
halt;
}
else
{
};
j = (p + 1);
while(j <= q)
{
xyz = ((xyz * (j % 10)) % 10);
j = (j + 1);
};
ans = (xyz % 10);
|
mbpp_47.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int xyz;
int ans;
int p;
int q;
int j;
xyz π 1;
p π 6;
q π 8;
πΈ(p π q)
{
ans π 1;
π±;
}
π
{
};
πΈ((q π p) π 5)
{
ans π 0;
π±;
}
π
{
};
j π (p π 1);
π(j π· q)
{
xyz π ((xyz π (j π 10)) π 10);
j π (j π 1);
};
ans π (xyz π 10);
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>4</rule>
<rule>15</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>5</rule>
<rule>8</rule>
<rule>21</rule>
</answer>
<answer id="7">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="8">
<rule>1</rule>
<rule>8</rule>
<rule>21</rule>
</answer>
</ans>
|
[
{
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"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": 0,
"q": 0,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": 0,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int j;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
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"j": 0,
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"aa": null,
"bb": null,
"tmp": null,
"xyz": 1,
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"l": null,
"h": null,
"count": null,
"x1": null,
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"left": null,
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"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "p π 6;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
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"j": 0,
"k": null,
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"p": 6,
"q": 8,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": 1,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"left": null,
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"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (p π q)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 0,
"k": null,
"m": null,
"p": 6,
"q": 8,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": 1,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 4",
"Rule 15",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((q π p) π 5)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 7,
"k": null,
"m": null,
"p": 6,
"q": 8,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": 7,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "j π (j π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 8,
"k": null,
"m": null,
"p": 6,
"q": 8,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": 7,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (j π· q)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 8,
"k": null,
"m": null,
"p": 6,
"q": 8,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": 7,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
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"cnt": null,
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"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 5",
"Rule 8",
"Rule 21"
],
"cleaned_stmt": "xyz π ((xyz π (j π 10)) π 10);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 9,
"k": null,
"m": null,
"p": 6,
"q": 8,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": 6,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (j π· q)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 9,
"k": null,
"m": null,
"p": 6,
"q": 8,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": 6,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 8",
"Rule 21"
],
"cleaned_stmt": "ans π (xyz π 10);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_479.imp
|
int ans;
int n;
n = 456;
while(n > 0)
{
ans = (n % 10);
n = (n / 10);
};
|
mbpp_479.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int n;
n π 456;
π(n π 0)
{
ans π (n π 10);
n π (n π 10);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>8</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 456;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 6,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 45,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (n π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 5,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 45,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "n π (n π 10);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 5,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 4,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 8",
"Rule 21"
],
"cleaned_stmt": "ans π (n π 10);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 4,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (n π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_483.imp
|
int ans;
int x;
int y;
int i;
x = 15;
y = 1;
i = 1;
while(y < x)
{
y = (y * i);
i = (i + 1);
};
ans = i;
|
mbpp_483.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int x;
int y;
int i;
x π 15;
y π 1;
i π 1;
π(y π³ x)
{
y π (y π i);
i π (i π 1);
};
ans π i;
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>21</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 0,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int y;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 15,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 0,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "y π 1;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 15,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 2,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 1,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (y π³ x)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 15,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 3,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 6,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 15,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 4,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 6,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "y π (y π i);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 15,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 5,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 24,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (y π³ x)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 15,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 5,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 24,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "ans π i;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_5.imp
|
int n;
int i;
int ans;
n = 9;
i = 2;
while(i < n)
{
if((n % i) == 0)
{
ans = i;
halt;
}
else
{
};
i = (i + 1);
};
ans = (n - 1);
|
mbpp_5.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int n;
int i;
int ans;
n π 9;
i π 2;
π(i π³ n)
{
πΈ((n π i) π 0)
{
ans π i;
π±;
}
π
{
};
i π (i π 1);
};
ans π (n π 1);
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="7">
<rule>26</rule>
</answer>
</ans>
|
[
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"B": null,
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"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
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"ble": 0,
"ans": 0,
"num": null,
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"b": null,
"c": null,
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},
"rules": [
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],
"cleaned_stmt": "i π 2;",
"control_stack": "Ξ΅"
},
{
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"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((n π i) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
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"b": null,
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"j": null,
"k": null,
"m": null,
"p": null,
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"r": null,
"X": null,
"B": null,
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"i": 2,
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"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
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"h": null,
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"r2x1": null,
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},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
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"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π³ n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((n π i) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
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"ow": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "ans π i;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 3,
"num": null,
"a": null,
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"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"n1": null,
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"bx2": null,
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"left": null,
"right": null,
"oh": null,
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"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 26"
],
"cleaned_stmt": "π±;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_501.imp
|
int ans;
int y;
int x;
x = 12;
y = 24;
while(y > 0)
{
if((x % y) == 0)
{
ans = (ans + 1);
}
else
{
};
y = (y - 1);
};
|
mbpp_501.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int y;
int x;
x π 12;
y π 24;
π(y π 0)
{
πΈ((x π y) π 0)
{
ans π (ans π 1);
}
π
{
};
y π (y π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>4</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="7">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
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"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 6,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 12,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 0,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (y π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_502.imp
|
int i;
int j;
int ans;
int n;
int m;
n = 3;
m = 3;
while(i < n)
{
j = 0;
while(j < m)
{
if(i == j)
{
ans = (((n - i) - 1) % 2);
halt;
}
else
{
};
j = (j + 1);
};
i = (i + 1);
};
ans = 1;
|
mbpp_502.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int i;
int j;
int ans;
int n;
int m;
n π 3;
m π 3;
π(i π³ n)
{
j π 0;
π(j π³ m)
{
πΈ(i π j)
{
ans π (((n π i) π 1) π 2);
π±;
}
π
{
};
j π (j π 1);
};
i π (i π 1);
};
ans π 1;
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>4</rule>
<rule>4</rule>
<rule>8</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>26</rule>
</answer>
</ans>
|
[
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"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 0,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
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"x2": null,
"y1": null,
"y2": null,
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"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int n;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
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"number": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 3;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π³ n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 0,
"k": null,
"m": 3,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 3,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (i π j)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 0,
"k": null,
"m": 3,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 3,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
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"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 4",
"Rule 4",
"Rule 8",
"Rule 21"
],
"cleaned_stmt": "ans π (((n π i) π 1) π 2);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 0,
"k": null,
"m": 3,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 3,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 26"
],
"cleaned_stmt": "π±;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_506.imp
|
int ans;
int i;
int k;
int n;
n = 10;
k = 3;
ans = 1;
while(i < k)
{
ans = (ans * (n - i));
i = (i + 1);
};
|
mbpp_506.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int k;
int n;
n π 10;
k π 3;
ans π 1;
π(i π³ k)
{
ans π (ans π (n π i));
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>1</rule>
<rule>4</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": 3,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 10,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "ans π 1;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 10,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": 3,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 10,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 90,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": 3,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 10,
"i": 2,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π³ k)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 90,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": 3,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 10,
"i": 2,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 1",
"Rule 4",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π (n π i));",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 720,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": 3,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 10,
"i": 3,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π³ k)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_509.imp
|
int ans;
int i;
int n;
n = 11;
i = 1;
while(i <= n)
{
ans = (ans + i);
i = (i + 1);
};
ans = (ans / n);
|
mbpp_509.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int n;
n π 11;
i π 1;
π(i π· n)
{
ans π (ans π i);
i π (i π 1);
};
ans π (ans π n);
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
</ans>
|
[
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"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
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"k": null,
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"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 11;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 1,
"num": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 6,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
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"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 11,
"i": 4,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"cnt": null,
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"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π i);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 55,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 11,
"i": 11,
"s": null,
"t": null,
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"y": null,
"T": null,
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"e": null,
"l": null,
"h": null,
"count": null,
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"x2": null,
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"cnt": null,
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"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"number": null,
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"ay2": null,
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"ow": null,
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"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 66,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 11,
"i": 12,
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"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"x7f": null,
"p2d": null,
"cnt": null,
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"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"number": null,
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"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 66,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 11,
"i": 12,
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"y": null,
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"tmp": null,
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"h": null,
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"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π n);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_51.imp
|
int ans;
int x;
int y;
int z;
x = 5;
y = 5;
z = 5;
if((x == y) && (y == z))
{
ans = 1;
halt;
}
else
{
};
ans = 0;
|
mbpp_51.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int x;
int y;
int z;
x π 5;
y π 5;
z π 5;
πΈ((x π y) π (y π z))
{
ans π 1;
π±;
}
π
{
};
ans π 0;
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>1</rule>
<rule>1</rule>
<rule>16</rule>
<rule>1</rule>
<rule>1</rule>
<rule>16</rule>
<rule>19</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="2">
<rule>21</rule>
</answer>
<answer id="3">
<rule>26</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 0,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int y;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 5,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 5,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": 5,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 16",
"Rule 1",
"Rule 1",
"Rule 16",
"Rule 19",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((x π y) π (y π z))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 5,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 5,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": 5,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "ans π 1;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 1,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 5,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 5,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": 5,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 26"
],
"cleaned_stmt": "π±;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_511.imp
|
int ans;
int i;
int n;
i = 2;
n = 105;
while(n > 1)
{
if((n % i) == 0)
{
ans = (ans + i);
n = (n / i);
}
else
{
i = (i + 1);
};
};
|
mbpp_511.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int n;
i π 2;
n π 105;
π(n π 1)
{
πΈ((n π i) π 0)
{
ans π (ans π i);
n π (n π i);
}
π
{
i π (i π 1);
};
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="8">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
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],
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],
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"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (n π 1)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_518.imp
|
int ans;
int a;
int b;
int num;
int c;
num = 400;
a = 0;
b = num;
while(a <= b)
{
c = (a + ((b - a) / 2));
if((c * c) < num)
{
a = (c + 1);
}
else
{
b = (c - 1);
};
};
ans = a;
|
mbpp_518.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int a;
int b;
int num;
int c;
num π 400;
a π 0;
b π num;
π(a π· b)
{
c π (a π ((b π a) π 2));
πΈ((c π c) π³ num)
{
a π (c π 1);
}
π
{
b π (c π 1);
};
};
ans π a;
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>4</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>1</rule>
<rule>1</rule>
<rule>4</rule>
<rule>6</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="8">
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="9">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
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"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
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"r2x1": null,
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"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int b;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
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"ble": 0,
"ans": 0,
"num": 0,
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},
"rules": [
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],
"cleaned_stmt": "num π 400;",
"control_stack": "Ξ΅"
},
{
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"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "b π num;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
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"ans": 0,
"num": 400,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((c π c) π³ num)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
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"x": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 4",
"Rule 21"
],
"cleaned_stmt": "b π (c π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
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"ans": 0,
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},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (a π· b)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": 400,
"a": 12,
"b": 23,
"c": 17,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "a π (c π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": 400,
"a": 19,
"b": 19,
"c": 18,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 1",
"Rule 4",
"Rule 6",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "c π (a π ((b π a) π 2));",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": 400,
"a": 19,
"b": 19,
"c": 19,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((c π c) π³ num)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": 400,
"a": 20,
"b": 19,
"c": 19,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (a π· b)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_52.imp
|
int xyz;
int p;
int ans;
int q;
int r;
xyz = 0;
p = 0;
q = 15;
r = 20;
while(p < r)
{
xyz = (xyz + q);
p = (p + 1);
};
ans = xyz;
|
mbpp_52.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int xyz;
int p;
int ans;
int q;
int r;
xyz π 0;
p π 0;
q π 15;
r π 20;
π(p π³ r)
{
xyz π (xyz π q);
p π (p π 1);
};
ans π xyz;
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>21</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": 0,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": 0,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int q;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": 0,
"q": 15,
"r": 0,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": 0,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "r π 20;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": 1,
"q": 15,
"r": 20,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": 30,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "p π (p π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": 5,
"q": 15,
"r": 20,
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"t": null,
"first": null,
"tk": null,
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"ay1": null,
"ay2": null,
"bx1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (p π³ r)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
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"x": null,
"j": null,
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"i": null,
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"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": 135,
"e": null,
"l": null,
"h": null,
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"x1": null,
"x2": null,
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"y2": null,
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"number": null,
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"ay1": null,
"ay2": null,
"bx1": null,
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"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "xyz π (xyz π q);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
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"p": 20,
"q": 15,
"r": 20,
"X": null,
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"t": null,
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"tk": null,
"y": null,
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"tmp": null,
"xyz": 300,
"e": null,
"l": null,
"h": null,
"count": null,
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"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (p π³ r)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": 20,
"q": 15,
"r": 20,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": 300,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
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"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "ans π xyz;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_521.imp
|
int x;
int y;
int z;
int ans;
x = 6;
y = 15;
z = 20;
if(((z % y) != 0) && ((x % z) != 0))
{
ans = 1;
}
else
{
ans = 0;
};
|
mbpp_521.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int x;
int y;
int z;
int ans;
x π 6;
y π 15;
z π 20;
πΈ(((z π y) π 0) π ((x π z) π 0))
{
ans π 1;
}
π
{
ans π 0;
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>17</rule>
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>17</rule>
<rule>19</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
</ans>
|
[
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"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int x;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 6,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 15,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": 0,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "z π 20;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
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"b": null,
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"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
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"y2": null,
"sum": null,
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"p2d": null,
"cnt": null,
"vol": null,
"z": 20,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 17",
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 17",
"Rule 19",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (((z π y) π 0) π ((x π z) π 0))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_547.imp
|
int ans;
int n;
n = 5;
while(n > 0)
{
ans = (ans + n);
n = (n / 2);
};
|
mbpp_547.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int n;
n π 5;
π(n π 0)
{
ans π (ans π n);
n π (n π 2);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int n;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
"t": null,
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"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"number": null,
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"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
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"oh": null,
"ow": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 5;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 5,
"i": null,
"s": null,
"t": null,
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"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
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"e": null,
"l": null,
"h": null,
"count": null,
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"x2": null,
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"y2": null,
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"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (n π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 7,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 2,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "n π (n π 2);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 7,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 1,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π n);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 8,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (n π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_55.imp
|
int x;
int b;
int ans;
int c;
int d;
int e;
b = 1;
c = 2;
d = 6;
e = 3;
x = c;
while(b < d)
{
x = (x * e);
if(x < 0)
{
x = (x + 2);
}
else
{
};
b = (b + 1);
};
ans = x;
|
mbpp_55.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int x;
int b;
int ans;
int c;
int d;
int e;
b π 1;
c π 2;
d π 6;
e π 3;
x π c;
π(b π³ d)
{
x π (x π e);
πΈ(x π³ 0)
{
x π (x π 2);
}
π
{
};
b π (b π 1);
};
ans π x;
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>21</rule>
</answer>
</ans>
|
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},
"rules": [
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],
"cleaned_stmt": "b π (b π 1);",
"control_stack": "Ξ΅"
},
{
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"Rule 26"
],
"cleaned_stmt": "πΈ (x π³ 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
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"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (b π³ d)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": 6,
"c": 2,
"d": 6,
"f": null,
"x": 486,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": 3,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "ans π x;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_558.imp
|
int ans;
int n1;
int n2;
n1 = 123;
n2 = 256;
while(n1 > 0)
{
ans = (ans + ((n2 % 10) - (n1 % 10)));
n1 = (n1 / 10);
n2 = (n2 / 10);
};
|
mbpp_558.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int n1;
int n2;
n1 π 123;
n2 π 256;
π(n1 π 0)
{
ans π (ans π ((n2 π 10) π (n1 π 10)));
n1 π (n1 π 10);
n2 π (n2 π 10);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>1</rule>
<rule>8</rule>
<rule>4</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": 0,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int n2;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
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"tk": null,
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"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": 123,
"n2": 0,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n2 π 256;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 3,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
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"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": 12,
"n2": 25,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
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"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (n1 π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 6,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": 1,
"n2": 2,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 1",
"Rule 8",
"Rule 4",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π ((n2 π 10) π (n1 π 10)));",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 7,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": 0,
"n2": 2,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "n2 π (n2 π 10);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 7,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": 0,
"n2": 0,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (n1 π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_566.imp
|
int ans;
int n;
n = 97;
while(n > 0)
{
ans = (ans + (n % 10));
n = (n / 10);
};
|
mbpp_566.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int n;
n π 97;
π(n π 0)
{
ans π (ans π (n π 10));
n π (n π 10);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"number": null,
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"ay2": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 97;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 7,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 97,
"i": null,
"s": null,
"t": null,
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"tk": null,
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"T": null,
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"bb": null,
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"l": null,
"h": null,
"count": null,
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"x2": null,
"y1": null,
"y2": null,
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"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "n π (n π 10);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 7,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 9,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (n π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 7,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 9,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π (n π 10));",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 16,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (n π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_575.imp
|
int ans;
int n;
int a;
int c;
int i;
int l;
int r;
a = 3;
n = 6;
l = 4;
r = 20;
i = l;
while(i <= r)
{
if((i % a) != 0)
{
c = (c + 1);
}
else
{
};
if(c == n)
{
ans = i;
halt;
}
else
{
};
i = (i + 1);
};
ans = (- 1);
|
mbpp_575.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int n;
int a;
int c;
int i;
int l;
int r;
a π 3;
n π 6;
l π 4;
r π 20;
i π l;
π(i π· r)
{
πΈ((i π a) π 0)
{
c π (c π 1);
}
π
{
};
πΈ(c π n)
{
ans π i;
π±;
}
π
{
};
i π (i π 1);
};
ans π (π 1);
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>17</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>17</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="8">
<rule>1</rule>
<rule>1</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="9">
<rule>26</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": null,
"c": 0,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
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"p2d": null,
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"z": null,
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"number": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int l;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": null,
"c": 0,
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"x": null,
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"p": null,
"q": null,
"r": 0,
"X": null,
"B": null,
"n": 0,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 0,
"h": null,
"count": null,
"x1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "a π 3;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 3,
"b": null,
"c": 0,
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"k": null,
"m": null,
"p": null,
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"number": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "i π l;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 3,
"b": null,
"c": 2,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 20,
"X": null,
"B": null,
"n": 6,
"i": 5,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 4,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (c π n)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 3,
"b": null,
"c": 2,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 20,
"X": null,
"B": null,
"n": 6,
"i": 6,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 4,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π· r)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 3,
"b": null,
"c": 2,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 20,
"X": null,
"B": null,
"n": 6,
"i": 6,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 4,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 17",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((i π a) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 3,
"b": null,
"c": 2,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 20,
"X": null,
"B": null,
"n": 6,
"i": 7,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 4,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "c π (c π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 3,
"b": null,
"c": 3,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 20,
"X": null,
"B": null,
"n": 6,
"i": 8,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 4,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 17",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((i π a) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 3,
"b": null,
"c": 6,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 20,
"X": null,
"B": null,
"n": 6,
"i": 11,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 4,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (c π n)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 11,
"num": null,
"a": 3,
"b": null,
"c": 6,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 20,
"X": null,
"B": null,
"n": 6,
"i": 11,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 4,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 26"
],
"cleaned_stmt": "π±;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_59.imp
|
int ans;
int n;
n = 10;
ans = (((3 * n) * n) - (2 * n));
|
mbpp_59.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int n;
n π 10;
ans π (((3 π n) π n) π (2 π n));
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>5</rule>
<rule>4</rule>
<rule>21</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 10;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 10,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 5",
"Rule 4",
"Rule 21"
],
"cleaned_stmt": "ans π (((3 π n) π n) π (2 π n));",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_600.imp
|
int ans;
int n;
int b;
b = 1;
n = 2;
while(n > 0)
{
if((n % 2) == 0)
{
b = (b * 2);
n = (n / 2);
}
else
{
b = (b * 3);
n = (n / 3);
};
};
if((b % 2) == 0)
{
ans = 1;
}
else
{
};
|
mbpp_600.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int n;
int b;
b π 1;
n π 2;
π(n π 0)
{
πΈ((n π 2) π 0)
{
b π (b π 2);
n π (n π 2);
}
π
{
b π (b π 3);
n π (n π 3);
};
};
πΈ((b π 2) π 0)
{
ans π 1;
}
π
{
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
</ans>
|
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"cleaned_stmt": "int n;",
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"cleaned_stmt": "n π 2;",
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"rules": [
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"Rule 1",
"Rule 14",
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],
"cleaned_stmt": "π (n π 0)\n{\n π±;\n};",
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"r2x2": null,
"r2y1": null,
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},
"rules": [
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"Rule 6",
"Rule 21"
],
"cleaned_stmt": "n π (n π 2);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
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},
"rules": [
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((n π 2) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
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"Rule 21"
],
"cleaned_stmt": "b π (b π 3);",
"control_stack": "Ξ΅"
},
{
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"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (n π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": 6,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((b π 2) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_626.imp
|
int r;
int l;
int r2;
int l2;
int ans;
int f;
r = 2;
l = (r - 1);
r2 = (r * 2);
l2 = (l * 2);
f = 0;
while((l2 - l) > 1)
{
if((l % 2) == 0)
{
l = (l / 2);
}
else
{
l = (((l * 3) - r) + 1);
};
if(l2 > l)
{
ans = (- 1);
halt;
}
else
{
};
f = (l * (l + l2));
if(f > r2)
{
ans = f;
halt;
}
else
{
};
};
ans = r2;
|
mbpp_626.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int r;
int l;
int r2;
int l2;
int ans;
int f;
r π 2;
l π (r π 1);
r2 π (r π 2);
l2 π (l π 2);
f π 0;
π((l2 π l) π 1)
{
πΈ((l π 2) π 0)
{
l π (l π 2);
}
π
{
l π (((l π 3) π r) π 1);
};
πΈ(l2 π l)
{
ans π (π 1);
π±;
}
π
{
};
f π (l π (l π l2));
πΈ(f π r2)
{
ans π f;
π±;
}
π
{
};
};
ans π r2;
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>1</rule>
<rule>4</rule>
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>21</rule>
</answer>
<answer id="4">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>4</rule>
<rule>14</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>21</rule>
</answer>
</ans>
|
[
{
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"prior_state": {
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"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 0,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 0,
"h": null,
"count": null,
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"k9m": null,
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"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": 0,
"temp": null,
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"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int l2;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
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"y2": null,
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"cnt": null,
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"z": null,
"n1": null,
"n2": null,
"l2": 0,
"r2": 0,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 4",
"Rule 21"
],
"cleaned_stmt": "l π (r π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
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"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "l2 π (l π 2);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": 0,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 2,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 1,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": 2,
"r2": 4,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "f π 0;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": 0,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 2,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
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"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 1,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": 2,
"r2": 4,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
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"bx2": null,
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"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 4",
"Rule 14",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π ((l2 π l) π 1)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": 0,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 2,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 1,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": 2,
"r2": 4,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "ans π r2;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_634.imp
|
int n;
int i;
int j;
int ans;
i = 1;
n = 3;
while(i <= n)
{
j = (2 * i);
ans = (ans + (((j * j) * j) * j));
i = (i + 1);
};
|
mbpp_634.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int n;
int i;
int j;
int ans;
i π 1;
n π 3;
π(i π· n)
{
j π (2 π i);
ans π (ans π (((j π j) π j) π j));
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>5</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
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"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
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"z": null,
"n1": null,
"n2": null,
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"number": null,
"ax1": null,
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"ay1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int j;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
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"x": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 3;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
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"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "j π (2 π i);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 2,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 3,
"i": 1,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
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"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"p2d": null,
"cnt": null,
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"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 5",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π (((j π j) π j) π j));",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 16,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 2,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 3,
"i": 1,
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"t": null,
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"T": null,
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"bb": null,
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"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
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"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 272,
"num": null,
"a": null,
"b": null,
"c": null,
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"x": null,
"j": 4,
"k": null,
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"n": 3,
"i": 3,
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"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 1568,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 6,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 3,
"i": 4,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_646.imp
|
int i;
int ans;
int l;
int j;
int k;
int n;
n = 5;
k = 2;
i = 0;
while(i < n)
{
j = 0;
while(j < n)
{
l = 0;
while(l < n)
{
if((((i + k) <= n) && ((j + k) <= n)) && ((l + k) <= n))
{
ans = (ans + 1);
}
else
{
};
l = (l + 1);
};
j = (j + 1);
};
i = (i + 1);
};
|
mbpp_646.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int i;
int ans;
int l;
int j;
int k;
int n;
n π 5;
k π 2;
i π 0;
π(i π³ n)
{
j π 0;
π(j π³ n)
{
l π 0;
π(l π³ n)
{
πΈ((((i π k) π· n) π ((j π k) π· n)) π ((l π k) π· n))
{
ans π (ans π 1);
}
π
{
};
l π (l π 1);
};
j π (j π 1);
};
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>1</rule>
<rule>13</rule>
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>1</rule>
<rule>13</rule>
<rule>19</rule>
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>1</rule>
<rule>13</rule>
<rule>19</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>1</rule>
<rule>13</rule>
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>1</rule>
<rule>13</rule>
<rule>19</rule>
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>1</rule>
<rule>13</rule>
<rule>19</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>21</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 48,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 0,
"k": 2,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 5,
"i": 3,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 0,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (l π³ n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 53,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 1,
"k": 2,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 5,
"i": 3,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 1,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 1",
"Rule 13",
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 1",
"Rule 13",
"Rule 19",
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 1",
"Rule 13",
"Rule 19",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((((i π k) π· n) π ((j π k) π· n)) π ((l π k) π· n))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 64,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 3,
"k": 2,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 5,
"i": 3,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 4,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "l π (l π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 64,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 4,
"k": 2,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 5,
"i": 3,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 4,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 1",
"Rule 13",
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 1",
"Rule 13",
"Rule 19",
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 1",
"Rule 13",
"Rule 19",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((((i π k) π· n) π ((j π k) π· n)) π ((l π k) π· n))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 64,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 1,
"k": 2,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 5,
"i": 4,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 5,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "l π 0;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 64,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": 5,
"k": 2,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 5,
"i": 4,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 5,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (j π³ n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_663.imp
|
int ans;
int i;
int n;
int x;
int y;
i = 1;
n = 187;
x = 10;
y = 5;
while(i <= n)
{
if((i % x) == y)
{
ans = i;
}
else
{
};
i = (i + 1);
};
|
mbpp_663.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int n;
int x;
int y;
i π 1;
n π 187;
x π 10;
y π 5;
π(i π· n)
{
πΈ((i π x) π y)
{
ans π i;
}
π
{
};
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>1</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>1</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="7">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int x;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 0,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": 1,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 0,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 187;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 15,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 10,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 187,
"i": 21,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 5,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 55,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 10,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 187,
"i": 64,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 5,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 135,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 10,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 187,
"i": 145,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 5,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "ans π i;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 155,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 10,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 187,
"i": 165,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 5,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 1",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((i π x) π y)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 165,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 10,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 187,
"i": 170,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 5,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 1",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((i π x) π y)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 185,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 10,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 187,
"i": 188,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 5,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_672.imp
|
int a;
int b;
int c;
int p;
int q;
int ans;
a = 55;
b = 47;
c = 39;
if(a > b)
{
p = a;
q = b;
}
else
{
p = b;
q = a;
};
if(p > c)
{
ans = p;
halt;
}
else
{
};
if(q > c)
{
ans = q;
halt;
}
else
{
};
|
mbpp_672.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int a;
int b;
int c;
int p;
int q;
int ans;
a π 55;
b π 47;
c π 39;
πΈ(a π b)
{
p π a;
q π b;
}
π
{
p π b;
q π a;
};
πΈ(p π c)
{
ans π p;
π±;
}
π
{
};
πΈ(q π c)
{
ans π q;
π±;
}
π
{
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>26</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int a;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 55,
"b": 47,
"c": 0,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": 0,
"q": 0,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "c π 39;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 55,
"b": 47,
"c": 39,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": 0,
"q": 0,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (a π b)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 55,
"b": 47,
"c": 39,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": 0,
"q": 0,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "p π a;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 55,
"num": null,
"a": 55,
"b": 47,
"c": 39,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": 55,
"q": 47,
"r": null,
"X": null,
"B": null,
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"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"ay2": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 26"
],
"cleaned_stmt": "π±;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_675.imp
|
int ans;
int x;
int y;
int m;
int n;
x = 15;
y = 17;
m = 1;
n = 10;
ans = (x + y);
if((ans >= m) && (ans <= n))
{
ans = 20;
}
else
{
ans = 32;
};
|
mbpp_675.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int x;
int y;
int m;
int n;
x π 15;
y π 17;
m π 1;
n π 10;
ans π (x π y);
πΈ((ans π m) π (ans π· n))
{
ans π 20;
}
π
{
ans π 32;
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>15</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>19</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>21</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 0,
"j": null,
"k": null,
"m": 0,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 0,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int n;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 15,
"j": null,
"k": null,
"m": 1,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 10,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 17,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"n3": null,
"number": null,
"ax1": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (x π y);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 32,
"num": null,
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"b": null,
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"j": null,
"k": null,
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"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
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"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 17,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
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"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
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"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"n3": null,
"number": null,
"ax1": null,
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"ay1": null,
"ay2": null,
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"oh": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 15",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 19",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((ans π m) π (ans π· n))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 32,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 15,
"j": null,
"k": null,
"m": 1,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 10,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 17,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
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"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "ans π 32;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_681.imp
|
int ans;
int i;
int n;
n = 25;
ans = 2;
while(ans < n)
{
if((n % ans) == 0)
{
break;
}
else
{
};
ans = (ans + 1);
};
|
mbpp_681.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int n;
n π 25;
ans π 2;
π(ans π³ n)
{
πΈ((n π ans) π 0)
{
πΎ;
}
π
{
};
ans π (ans π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>16</rule>
<rule>22</rule>
<rule>21</rule>
<rule>22</rule>
<rule>33</rule>
<rule>33</rule>
<rule>33</rule>
<rule>35</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
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"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int i;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
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"x": null,
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"r": null,
"X": null,
"B": null,
"n": 25,
"i": 0,
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"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"p2d": null,
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"z": null,
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"n2": null,
"l2": null,
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"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "ans π 2;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 2,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
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"j": null,
"k": null,
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"p": null,
"q": null,
"r": null,
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"n": 25,
"i": 0,
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"t": null,
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"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (ans π³ n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 2,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 25,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 4,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 25,
"i": 0,
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"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
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"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((n π ans) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 5,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 25,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((n π ans) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 5,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 25,
"i": 0,
"s": null,
"t": null,
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"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
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"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 16",
"Rule 22",
"Rule 21",
"Rule 22",
"Rule 33",
"Rule 33",
"Rule 33",
"Rule 35"
],
"cleaned_stmt": "π (ble π 0)\n{\n ble π 1;\n πΈ (true)\n {\n πΎ;\n }\n π\n {\n \n };\n ans π (ans π 1);\n};",
"control_stack": "π (ble π 0)\n{\n ble π 1;\n πΈ (true)\n {\n πΎ;\n }\n π\n {\n \n };\n ans π (ans π 1);\n};"
}
] |
|
srp-mk-K-unseen-mbpp_692.imp
|
int a;
int n;
int ans;
a = 1;
n = 7;
while(n > 0)
{
a = (a * n);
n = (n - 1);
};
ans = (a % 100);
|
mbpp_692.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int a;
int n;
int ans;
a π 1;
n π 7;
π(n π 0)
{
a π (a π n);
n π (n π 1);
};
ans π (a π 100);
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>4</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>8</rule>
<rule>21</rule>
</answer>
</ans>
|
[
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"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": 0,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
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"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"n3": null,
"number": null,
"ax1": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 1,
"b": null,
"c": null,
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"X": null,
"B": null,
"n": 0,
"i": null,
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"T": null,
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"n2": null,
"l2": null,
"r2": null,
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"number": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 7;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 1,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
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"B": null,
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"h": null,
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"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
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"n2": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "a π (a π n);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 840,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 4,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 4",
"Rule 21"
],
"cleaned_stmt": "n π (n π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 5040,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 1,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
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"by2": null,
"left": null,
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"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (n π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 5040,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (n π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 5040,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 8",
"Rule 21"
],
"cleaned_stmt": "ans π (a π 100);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_714.imp
|
int ans;
int i;
int n;
n = 24;
i = 2;
while((i * i) <= n)
{
if((n % i) == 0)
{
ans = (ans + 1);
}
else
{
};
i = (i + 1);
};
|
mbpp_714.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int n;
n π 24;
i π 2;
π((i π i) π· n)
{
πΈ((n π i) π 0)
{
ans π (ans π 1);
}
π
{
};
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
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"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
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"z": null,
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"l2": null,
"r2": null,
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"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int i;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
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"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 24;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 1,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
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"j": null,
"k": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((n π i) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 2,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 24,
"i": 4,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π ((i π i) π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 3,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 24,
"i": 4,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
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"n2": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 3,
"num": null,
"a": null,
"b": null,
"c": null,
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"x": null,
"j": null,
"k": null,
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"p": null,
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"r": null,
"X": null,
"B": null,
"n": 24,
"i": 5,
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"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π ((i π i) π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_72.imp
|
int ans;
int n;
n = 10;
if((n % 4) != 2)
{
ans = 1;
halt;
}
else
{
};
ans = 0;
|
mbpp_72.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int n;
n π 10;
πΈ((n π 4) π 2)
{
ans π 1;
π±;
}
π
{
};
ans π 0;
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>1</rule>
<rule>8</rule>
<rule>17</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="2">
<rule>21</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 10,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 8",
"Rule 17",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((n π 4) π 2)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 10,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "ans π 0;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_76.imp
|
int ans;
int n;
int m;
int temp;
m = 4;
n = 3;
if(n < m)
{
temp = m;
m = n;
n = temp;
}
else
{
};
ans = ((((m * (m + 1)) * ((2 * m) + 1)) / 6) + ((((n - m) * m) * (m + 1)) / 2));
|
mbpp_76.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int n;
int m;
int temp;
m π 4;
n π 3;
πΈ(n π³ m)
{
temp π m;
m π n;
n π temp;
}
π
{
};
ans π ((((m π (m π 1)) π ((2 π m) π 1)) π 6) π ((((n π m) π m) π (m π 1)) π 2));
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>5</rule>
<rule>1</rule>
<rule>5</rule>
<rule>3</rule>
<rule>5</rule>
<rule>6</rule>
<rule>1</rule>
<rule>1</rule>
<rule>4</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>3</rule>
<rule>5</rule>
<rule>6</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
</ans>
|
[
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"num": null,
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"f": null,
"x": null,
"j": null,
"k": null,
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"p": null,
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"r": null,
"X": null,
"B": null,
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"i": null,
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"ay1": null,
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"bx1": null,
"bx2": null,
"by1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
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"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "m π 4;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
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"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
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"i": null,
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"t": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (n π³ m)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 4,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 3,
"i": null,
"s": null,
"t": null,
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"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
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"l2": null,
"r2": null,
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"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "temp π m;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 3,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 4,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
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"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
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"y1": null,
"y2": null,
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"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": 4,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 5",
"Rule 1",
"Rule 5",
"Rule 3",
"Rule 5",
"Rule 6",
"Rule 1",
"Rule 1",
"Rule 4",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 3",
"Rule 5",
"Rule 6",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π ((((m π (m π 1)) π ((2 π m) π 1)) π 6) π ((((n π m) π m) π (m π 1)) π 2));",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_770.imp
|
int ans;
int i;
int n;
int j;
n = 3;
i = 1;
while(i <= n)
{
j = ((2 * i) - 1);
ans = (ans + (((j * j) * j) * j));
i = (i + 1);
};
|
mbpp_770.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int n;
int j;
n π 3;
i π 1;
π(i π· n)
{
j π ((2 π i) π 1);
ans π (ans π (((j π j) π j) π j));
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>5</rule>
<rule>4</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>5</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
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"cleaned_stmt": "int n;",
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"cleaned_stmt": "j π ((2 π i) π 1);",
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{
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},
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"Rule 1",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 5",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π (((j π j) π j) π j));",
"control_stack": "Ξ΅"
},
{
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},
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"Rule 21"
],
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},
{
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},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
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"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_78.imp
|
int a;
int b;
int ans;
int c;
c = 15;
a = 0;
b = 0;
while(b < c)
{
if((b % 2) == 0)
{
a = (a + 1);
}
else
{
};
b = (b + 1);
};
ans = a;
|
mbpp_78.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int a;
int b;
int ans;
int c;
c π 15;
a π 0;
b π 0;
π(b π³ c)
{
πΈ((b π 2) π 0)
{
a π (a π 1);
}
π
{
};
b π (b π 1);
};
ans π a;
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>21</rule>
</answer>
</ans>
|
[
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"r2y1": null,
"r2y2": null
},
"rules": [
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],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
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},
"rules": [
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],
"cleaned_stmt": "a π 0;",
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},
{
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},
"rules": [
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"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (b π³ c)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((b π 2) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
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"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((b π 2) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
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"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "b π (b π 1);",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (b π³ c)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
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"e": null,
"l": null,
"h": null,
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"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
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},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "ans π a;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_837.imp
|
int ans;
int i;
int n;
n = 4;
while(i < n)
{
ans = (ans + ((((2 * i) + 1) * ((2 * i) + 1)) * ((2 * i) + 1)));
i = (i + 1);
};
|
mbpp_837.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int n;
n π 4;
π(i π³ n)
{
ans π (ans π ((((2 π i) π 1) π ((2 π i) π 1)) π ((2 π i) π 1)));
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>3</rule>
<rule>1</rule>
<rule>5</rule>
<rule>3</rule>
<rule>5</rule>
<rule>1</rule>
<rule>5</rule>
<rule>3</rule>
<rule>5</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
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"x": null,
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"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int i;",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
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],
"cleaned_stmt": "n π 4;",
"control_stack": "Ξ΅"
},
{
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"r2y1": null,
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},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 153,
"num": null,
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"b": null,
"c": null,
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"x": null,
"j": null,
"k": null,
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"p": null,
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"r": null,
"X": null,
"B": null,
"n": 4,
"i": 3,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π³ n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
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"num": null,
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"j": null,
"k": null,
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"r2x1": null,
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"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 3",
"Rule 1",
"Rule 5",
"Rule 3",
"Rule 5",
"Rule 1",
"Rule 5",
"Rule 3",
"Rule 5",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π ((((2 π i) π 1) π ((2 π i) π 1)) π ((2 π i) π 1)));",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 496,
"num": null,
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"b": null,
"c": null,
"d": null,
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"x": null,
"j": null,
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"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 4,
"i": 4,
"s": null,
"t": null,
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"h": null,
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"number": null,
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"ay1": null,
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"oh": null,
"ow": null,
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"r1y1": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π³ n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_844.imp
|
int n;
int k;
int m;
int i;
int j;
int ans;
int p;
int q;
n = 8;
k = 5;
m = (n % k);
i = (n / k);
j = ((i + 1) / k);
p = 1;
q = 2;
while((p < m) && (q < k))
{
if(((p * j) % 2) == 0)
{
ans = 2;
halt;
}
else
{
};
p = (p + 2);
q = (q + 2);
};
p = 1;
q = ((i - 1) / k);
while((p >= 1) && (q >= 1))
{
if((((p * j) - 1) % 2) == 0)
{
ans = 3;
halt;
}
else
{
};
p = (p - 2);
q = (q - 2);
};
ans = 3;
|
mbpp_844.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int n;
int k;
int m;
int i;
int j;
int ans;
int p;
int q;
n π 8;
k π 5;
m π (n π k);
i π (n π k);
j π ((i π 1) π k);
p π 1;
q π 2;
π((p π³ m) π (q π³ k))
{
πΈ(((p π j) π 2) π 0)
{
ans π 2;
π±;
}
π
{
};
p π (p π 2);
q π (q π 2);
};
p π 1;
q π ((i π 1) π k);
π((p π 1) π (q π 1))
{
πΈ((((p π j) π 1) π 2) π 0)
{
ans π 3;
π±;
}
π
{
};
p π (p π 2);
q π (q π 2);
};
ans π 3;
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>3</rule>
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>19</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="7">
<rule>26</rule>
</answer>
</ans>
|
[
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"r2x1": null,
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"r2y1": null,
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},
"rules": [
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],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
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},
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"cleaned_stmt": "n π 8;",
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{
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},
"rules": [
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"Rule 8",
"Rule 21"
],
"cleaned_stmt": "m π (n π k);",
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},
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"e": null,
"l": null,
"h": null,
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"x2": null,
"y1": null,
"y2": null,
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"by2": null,
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"right": null,
"oh": null,
"ow": null,
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"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "i π (n π k);",
"control_stack": "Ξ΅"
},
{
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"r2x1": null,
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"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "j π ((i π 1) π k);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
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"j": 0,
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"r2x1": null,
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},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 19",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π ((p π³ m) π (q π³ k))\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 8",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (((p π j) π 2) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 2,
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"b": null,
"c": null,
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"x": null,
"j": 0,
"k": 5,
"m": 3,
"p": 1,
"q": 2,
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"B": null,
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"e": null,
"l": null,
"h": null,
"count": null,
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"ay1": null,
"ay2": null,
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"bx2": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 26"
],
"cleaned_stmt": "π±;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_849.imp
|
int ans;
int i;
int n;
n = 39;
i = 2;
while(i <= n)
{
if((n % i) == 0)
{
ans = (ans + i);
while((n % i) == 0)
{
n = (n / i);
};
}
else
{
};
i = (i + 1);
};
|
mbpp_849.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int n;
n π 39;
i π 2;
π(i π· n)
{
πΈ((n π i) π 0)
{
ans π (ans π i);
π((n π i) π 0)
{
n π (n π i);
};
}
π
{
};
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>21</rule>
</answer>
<answer id="1">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="8">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="9">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
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},
"rules": [
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],
"cleaned_stmt": "n π 39;",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
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"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
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},
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"Rule 22",
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],
"cleaned_stmt": "πΈ ((n π i) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
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"Rule 21"
],
"cleaned_stmt": "ans π (ans π i);",
"control_stack": "Ξ΅"
},
{
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},
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"Rule 6",
"Rule 21"
],
"cleaned_stmt": "n π (n π i);",
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},
{
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},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π ((n π i) π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
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"ay2": null,
"bx1": null,
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"oh": null,
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"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 3,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 13,
"i": 9,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
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"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((n π i) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 16,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 13,
"i": 13,
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"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π ((n π i) π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 16,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 1,
"i": 14,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
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"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
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"number": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_850.imp
|
int ans;
int n1;
int b;
int a;
int n2;
int c;
int n3;
a = 150;
b = 30;
c = 70;
n1 = (b - a);
n2 = (c - b);
n3 = (c - a);
if(((n1 * n2) * n3) <= (((a * a) + (b * b)) + (c * c)))
{
ans = 1;
}
else
{
};
|
mbpp_850.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int n1;
int b;
int a;
int n2;
int c;
int n3;
a π 150;
b π 30;
c π 70;
n1 π (b π a);
n2 π (c π b);
n3 π (c π a);
πΈ(((n1 π n2) π n3) π· (((a π a) π (b π b)) π (c π c)))
{
ans π 1;
}
π
{
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>4</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>3</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>3</rule>
<rule>13</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
</ans>
|
[
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"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
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"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 150,
"b": 30,
"c": 0,
"d": null,
"f": null,
"x": null,
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"h": null,
"count": null,
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"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": 0,
"n2": 0,
"l2": null,
"r2": null,
"temp": null,
"n3": 0,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "c π 70;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 150,
"b": 30,
"c": 70,
"d": null,
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"l": null,
"h": null,
"count": null,
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"x2": null,
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"y2": null,
"sum": null,
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"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": 0,
"n2": 0,
"l2": null,
"r2": null,
"temp": null,
"n3": 0,
"number": null,
"ax1": null,
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"r1y1": null,
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"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 4",
"Rule 21"
],
"cleaned_stmt": "n1 π (b π a);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 150,
"b": 30,
"c": 70,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": -120,
"n2": 40,
"l2": null,
"r2": null,
"temp": null,
"n3": -80,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 3",
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 3",
"Rule 13",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (((n1 π n2) π n3) π· (((a π a) π (b π b)) π (c π c)))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_853.imp
|
int ans;
int i;
int n;
i = 1;
n = 30;
while(i <= n)
{
if((n % i) == 0)
{
ans = (ans + i);
}
else
{
};
i = (i + 2);
};
|
mbpp_853.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int n;
i π 1;
n π 30;
π(i π· n)
{
πΈ((n π i) π 0)
{
ans π (ans π i);
}
π
{
};
i π (i π 2);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="7">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
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"line_number": 1,
"prior_state": {
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"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
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"xyz": null,
"e": null,
"l": null,
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"x7f": null,
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"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
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"oh": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int n;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
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"right": null,
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"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "i π 1;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
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"k": null,
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"r": null,
"X": null,
"B": null,
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"i": 1,
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"x2": null,
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"n3": null,
"number": null,
"ax1": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((n π i) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 9,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 30,
"i": 7,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 9,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 30,
"i": 13,
"s": null,
"t": null,
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"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"x7f": null,
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"number": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((n π i) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 9,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 30,
"i": 15,
"s": null,
"t": null,
"first": null,
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"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
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"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π i);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 24,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 30,
"i": 15,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 2);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 24,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 30,
"i": 31,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_855.imp
|
int x;
int ans;
x = 10;
if(x < 0)
{
if(x < 0)
{
ans = 1;
halt;
}
else
{
halt;
};
}
else
{
if((x % 2) == 0)
{
ans = 1;
halt;
}
else
{
halt;
};
};
|
mbpp_855.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int x;
int ans;
x π 10;
πΈ(x π³ 0)
{
πΈ(x π³ 0)
{
ans π 1;
π±;
}
π
{
π±;
};
}
π
{
πΈ((x π 2) π 0)
{
ans π 1;
π±;
}
π
{
π±;
};
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>26</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int x;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 0,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
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"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
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"x2": null,
"y1": null,
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"z": null,
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"r2": null,
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"number": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
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"left": null,
"right": null,
"oh": null,
"ow": null,
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"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "x π 10;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
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"j": null,
"k": null,
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"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
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"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
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"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
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"oh": null,
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"r1x1": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (x π³ 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 10,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((x π 2) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 1,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 10,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 26"
],
"cleaned_stmt": "π±;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_86.imp
|
int ans;
int n;
n = 10;
ans = (((3 * n) * (n - 1)) + 1);
|
mbpp_86.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int n;
n π 10;
ans π (((3 π n) π (n π 1)) π 1);
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>4</rule>
<rule>5</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int n;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 10;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 10,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 4",
"Rule 5",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (((3 π n) π (n π 1)) π 1);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_876.imp
|
int ans;
int a;
int b;
int c;
int d;
int e;
b = 15;
c = 17;
if(b > c)
{
a = b;
b = c;
c = a;
}
else
{
};
d = 1;
e = 1;
while((e <= b) && (e <= c))
{
if(((b % e) == 0) && ((c % e) == 0))
{
d = e;
}
else
{
};
e = (e + 1);
};
ans = ((b * c) / d);
|
mbpp_876.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int a;
int b;
int c;
int d;
int e;
b π 15;
c π 17;
πΈ(b π c)
{
a π b;
b π c;
c π a;
}
π
{
};
d π 1;
e π 1;
π((e π· b) π (e π· c))
{
πΈ(((b π e) π 0) π ((c π e) π 0))
{
d π e;
}
π
{
};
e π (e π 1);
};
ans π ((b π c) π d);
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>14</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>19</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>19</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>19</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="8">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>19</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="9">
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
</ans>
|
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],
"cleaned_stmt": "π ((e π· b) π (e π· c))\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": 15,
"c": 17,
"d": 1,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": 16,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "ans π ((b π c) π d);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_882.imp
|
int ans;
int h;
int b;
h = 8;
b = 9;
ans = ((2 * h) * b);
|
mbpp_882.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int h;
int b;
h π 8;
b π 9;
ans π ((2 π h) π b);
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": 0,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int b;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": 0,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": 8,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "b π 9;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": 9,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": 8,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 5",
"Rule 1",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "ans π ((2 π h) π b);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_884.imp
|
int ans;
int l;
int n;
int r;
n = 10;
l = 2;
r = 1;
if(((l <= n) && (r <= n)) && ((n % l) == 0))
{
ans = 1;
}
else
{
};
|
mbpp_884.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int l;
int n;
int r;
n π 10;
l π 2;
r π 1;
πΈ(((l π· n) π (r π· n)) π ((n π l) π 0))
{
ans π 1;
}
π
{
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>19</rule>
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>19</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="2">
<rule>21</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 0,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int n;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 1,
"X": null,
"B": null,
"n": 10,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 2,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 19",
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 19",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (((l π· n) π (r π· n)) π ((n π l) π 0))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 1,
"X": null,
"B": null,
"n": 10,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 2,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "ans π 1;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_901.imp
|
int n;
int ans;
int a;
int i;
n = 8;
i = (n * 2);
while(1 > 0)
{
a = 1;
while(a < n)
{
if((i % a) != 0)
{
i = (i + n);
break;
}
else
{
};
if((a == (n - 1)) && ((i % a) == 0))
{
ans = i;
halt;
}
else
{
};
a = (a + 1);
};
};
|
mbpp_901.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int n;
int ans;
int a;
int i;
n π 8;
i π (n π 2);
π(1 π 0)
{
a π 1;
π(a π³ n)
{
πΈ((i π a) π 0)
{
i π (i π n);
πΎ;
}
π
{
};
πΈ((a π (n π 1)) π ((i π a) π 0))
{
ans π i;
π±;
}
π
{
};
a π (a π 1);
};
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
<answer id="1">
<rule>1</rule>
<rule>1</rule>
<rule>4</rule>
<rule>16</rule>
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>19</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>17</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>16</rule>
<rule>22</rule>
<rule>21</rule>
<rule>22</rule>
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
<rule>33</rule>
<rule>33</rule>
<rule>33</rule>
<rule>33</rule>
<rule>35</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>1</rule>
<rule>4</rule>
<rule>16</rule>
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>19</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="8">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="9">
<rule>26</rule>
</answer>
</ans>
|
[
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"r2y2": null
},
"rules": [
"Rule 1",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "i π (n π 2);",
"control_stack": "Ξ΅"
},
{
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"Rule 1",
"Rule 1",
"Rule 4",
"Rule 16",
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 19",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((a π (n π 1)) π ((i π a) π 0))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 17",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((i π a) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π n);",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
"Rule 24",
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"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (a π³ n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
"Rule 24",
"Rule 25",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (1 π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
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},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 16",
"Rule 22",
"Rule 21",
"Rule 22",
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 21",
"Rule 33",
"Rule 33",
"Rule 33",
"Rule 33",
"Rule 35"
],
"cleaned_stmt": "π (ble π 0)\n{\n ble π 1;\n πΈ (true)\n {\n i π (i π n);\n πΎ;\n }\n π\n {\n \n };\n πΈ (true)\n {\n ans π i;\n π±;\n }\n π\n {\n \n };\n a π (a π 1);\n};",
"control_stack": "π (ble π 0)\n{\n ble π 1;\n πΈ (true)\n {\n i π (i π n);\n πΎ;\n }\n π\n {\n \n };\n πΈ (true)\n {\n ans π i;\n π±;\n }\n π\n {\n \n };\n a π (a π 1);\n};"
},
{
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},
"rules": [
"Rule 1",
"Rule 1",
"Rule 4",
"Rule 16",
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 19",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((a π (n π 1)) π ((i π a) π 0))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
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"r2x2": null,
"r2y1": null,
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},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "ans π i;",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
"Rule 26"
],
"cleaned_stmt": "π±;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_903.imp
|
int i;
int n;
int temp;
int ans;
n = 14;
i = 1;
while(i <= n)
{
temp = i;
while(temp != 0)
{
if((temp % 2) == 0)
{
ans = (ans + 1);
}
else
{
};
temp = (temp / 2);
};
i = (i + 1);
};
|
mbpp_903.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int i;
int n;
int temp;
int ans;
n π 14;
i π 1;
π(i π· n)
{
temp π i;
π(temp π 0)
{
πΈ((temp π 2) π 0)
{
ans π (ans π 1);
}
π
{
};
temp π (temp π 2);
};
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="8">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>17</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="9">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
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],
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},
"rules": [
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"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
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"Rule 8",
"Rule 16",
"Rule 22",
"Rule 26"
],
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"control_stack": "Ξ΅"
},
{
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"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 14,
"i": 13,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": 13,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 17",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (temp π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 17,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 14,
"i": 15,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": 0,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_905.imp
|
int ans;
int i;
int n;
ans = 1;
n = 5;
i = (n + 1);
while(i <= (n * 2))
{
ans = (ans * i);
i = (i + 1);
};
i = 1;
while(i <= n)
{
ans = (ans / i);
i = (i + 1);
};
|
mbpp_905.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int n;
ans π 1;
n π 5;
i π (n π 1);
π(i π· (n π 2))
{
ans π (ans π i);
i π (i π 1);
};
i π 1;
π(i π· n)
{
ans π (ans π i);
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="4">
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="8">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int n;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 6,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 5,
"i": 7,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π· (n π 2))\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 336,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 5,
"i": 9,
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"t": null,
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"tk": null,
"y": null,
"T": null,
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"bb": null,
"tmp": null,
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"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π i);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 30240,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 5,
"i": 11,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π· (n π 2))\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 30240,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 5,
"i": 11,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "i π 1;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 15120,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 5,
"i": 3,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 15120,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 5,
"i": 3,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"r2": null,
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"number": null,
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"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
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"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π i);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 5040,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 5,
"i": 3,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 252,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 5,
"i": 6,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_93.imp
|
int ans;
int i;
int a;
int b;
i = 2;
a = 3;
b = 4;
ans = a;
while(i <= b)
{
ans = (ans * a);
i = (i + 1);
};
|
mbpp_93.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int a;
int b;
i π 2;
a π 3;
b π 4;
ans π a;
π(i π· b)
{
ans π (ans π a);
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int i;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 0,
"b": 0,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "i π 2;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 3,
"b": 4,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 2,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "ans π a;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 9,
"num": null,
"a": 3,
"b": 4,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 2,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 9,
"num": null,
"a": 3,
"b": 4,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 3,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π a);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 27,
"num": null,
"a": 3,
"b": 4,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 4,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π· b)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 81,
"num": null,
"a": 3,
"b": 4,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 5,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π· b)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_935.imp
|
int ans;
int i;
int number;
number = 7;
i = 1;
while(i <= number)
{
ans = (ans + (i * i));
i = (i + 1);
};
|
mbpp_935.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int number;
number π 7;
i π 1;
π(i π· number)
{
ans π (ans π (i π i));
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int i;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": 0,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "number π 7;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 5,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 3,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": 7,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π (i π i));",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 30,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 5,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": 7,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π· number)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 140,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 7,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": 7,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 140,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 8,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": 7,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π· number)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_952.imp
|
int ans;
int n;
int i;
int r;
int p;
ans = 1;
n = 11;
r = 3;
p = 14;
i = 1;
while(i <= r)
{
ans = ((ans * ((n - i) + 1)) / i);
i = (i + 1);
};
ans = (((ans - 1) % p) + 1);
|
mbpp_952.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int n;
int i;
int r;
int p;
ans π 1;
n π 11;
r π 3;
p π 14;
i π 1;
π(i π· r)
{
ans π ((ans π ((n π i) π 1)) π i);
i π (i π 1);
};
ans π (((ans π 1) π p) π 1);
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>1</rule>
<rule>4</rule>
<rule>3</rule>
<rule>5</rule>
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>4</rule>
<rule>1</rule>
<rule>8</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int r;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 1,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": 0,
"q": null,
"r": 3,
"X": null,
"B": null,
"n": 11,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "p π 14;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 55,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": 14,
"q": null,
"r": 3,
"X": null,
"B": null,
"n": 11,
"i": 2,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 55,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": 14,
"q": null,
"r": 3,
"X": null,
"B": null,
"n": 11,
"i": 3,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π· r)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 55,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": 14,
"q": null,
"r": 3,
"X": null,
"B": null,
"n": 11,
"i": 3,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 1",
"Rule 4",
"Rule 3",
"Rule 5",
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "ans π ((ans π ((n π i) π 1)) π i);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 165,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": 14,
"q": null,
"r": 3,
"X": null,
"B": null,
"n": 11,
"i": 4,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π· r)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 165,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": 14,
"q": null,
"r": 3,
"X": null,
"B": null,
"n": 11,
"i": 4,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 4",
"Rule 1",
"Rule 8",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (((ans π 1) π p) π 1);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_957.imp
|
int ans;
int y;
int x;
x = 16;
while(x > 0)
{
y = (x % 2);
ans = (ans + 1);
x = (x / 2);
if(y == 1)
{
break;
}
else
{
};
};
|
mbpp_957.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int y;
int x;
x π 16;
π(x π 0)
{
y π (x π 2);
ans π (ans π 1);
x π (x π 2);
πΈ(y π 1)
{
πΎ;
}
π
{
};
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>8</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="8">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>16</rule>
<rule>22</rule>
<rule>21</rule>
<rule>1</rule>
<rule>8</rule>
<rule>21</rule>
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
<rule>22</rule>
<rule>33</rule>
<rule>33</rule>
<rule>35</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int y;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 0,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 0,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "x π 16;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 16,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 0,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 8",
"Rule 21"
],
"cleaned_stmt": "y π (x π 2);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 2,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 4,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 0,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (y π 1)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 3,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 4,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 0,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "x π (x π 2);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 3,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 2,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 0,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (x π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 3,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 2,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 0,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 5,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 0,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 1,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (y π 1)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 5,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 0,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 1,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 16",
"Rule 22",
"Rule 21",
"Rule 1",
"Rule 8",
"Rule 21",
"Rule 1",
"Rule 3",
"Rule 21",
"Rule 1",
"Rule 6",
"Rule 21",
"Rule 22",
"Rule 33",
"Rule 33",
"Rule 35"
],
"cleaned_stmt": "π (ble π 0)\n{\n ble π 1;\n y π (x π 2);\n ans π (ans π 1);\n x π (x π 2);\n πΈ (true)\n {\n πΎ;\n }\n π\n {\n \n };\n};",
"control_stack": "π (ble π 0)\n{\n ble π 1;\n y π (x π 2);\n ans π (ans π 1);\n x π (x π 2);\n πΈ (true)\n {\n πΎ;\n }\n π\n {\n \n };\n};"
}
] |
|
srp-mk-K-unseen-mbpp_960.imp
|
int n;
int ans;
n = 4;
ans = (- 1);
if(n == 4)
{
ans = 3;
}
else
{
};
if(n == 3)
{
ans = 2;
}
else
{
};
if(n == 5)
{
ans = 5;
}
else
{
};
|
mbpp_960.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int n;
int ans;
n π 4;
ans π (π 1);
πΈ(n π 4)
{
ans π 3;
}
π
{
};
πΈ(n π 3)
{
ans π 2;
}
π
{
};
πΈ(n π 5)
{
ans π 5;
}
π
{
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>11</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
</ans>
|
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"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 4;",
"control_stack": "Ξ΅"
},
{
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"r2y1": null,
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},
"rules": [
"Rule 11",
"Rule 21"
],
"cleaned_stmt": "ans π (π 1);",
"control_stack": "Ξ΅"
},
{
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"ble": 0,
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"oh": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (n π 4)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 3,
"num": null,
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"b": null,
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"r2x1": null,
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"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (n π 3)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_962.imp
|
int ans;
int i;
int l;
int r;
l = 3;
r = 8;
i = l;
while(i <= r)
{
if((i % 2) == 0)
{
ans = (ans + i);
}
else
{
};
i = (i + 1);
};
|
mbpp_962.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int i;
int l;
int r;
l π 3;
r π 8;
i π l;
π(i π· r)
{
πΈ((i π 2) π 0)
{
ans π (ans π i);
}
π
{
};
i π (i π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="8">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int l;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 0,
"X": null,
"B": null,
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"i": 0,
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"t": null,
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"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 3,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "r π 8;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 8,
"X": null,
"B": null,
"n": null,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 3,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "i π l;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 8,
"X": null,
"B": null,
"n": null,
"i": 3,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 3,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((i π 2) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 8,
"X": null,
"B": null,
"n": null,
"i": 4,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 3,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π· r)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 8,
"X": null,
"B": null,
"n": null,
"i": 4,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 3,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((i π 2) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 4,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 8,
"X": null,
"B": null,
"n": null,
"i": 5,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 3,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
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"z": null,
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"n2": null,
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"r2": null,
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"number": null,
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"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 4,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 8,
"X": null,
"B": null,
"n": null,
"i": 6,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 3,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
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"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π i);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 18,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 8,
"X": null,
"B": null,
"n": null,
"i": 9,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 3,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π· r)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_968.imp
|
int n;
int a;
int b;
int ans;
a = 5;
b = 7;
n = 4;
if(a >= b)
{
ans = n;
}
else
{
ans = ((n + a) - b);
};
|
mbpp_968.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int n;
int a;
int b;
int ans;
a π 5;
b π 7;
n π 4;
πΈ(a π b)
{
ans π n;
}
π
{
ans π ((n π a) π b);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>15</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>1</rule>
<rule>4</rule>
<rule>21</rule>
</answer>
</ans>
|
[
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"c": null,
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"f": null,
"x": null,
"j": null,
"k": null,
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"p": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int ans;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
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"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "n π 4;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
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"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 15",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (a π b)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 5,
"b": 7,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 4,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 1",
"Rule 4",
"Rule 21"
],
"cleaned_stmt": "ans π ((n π a) π b);",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mbpp_970.imp
|
int ans;
int x;
int y;
x = 19;
y = 15;
if(x < y)
{
ans = x;
}
else
{
ans = y;
};
|
mbpp_970.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int x;
int y;
x π 19;
y π 15;
πΈ(x π³ y)
{
ans π x;
}
π
{
ans π y;
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>21</rule>
</answer>
</ans>
|
[
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"b": null,
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"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
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"y2": null,
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"p2d": null,
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"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int x;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 19,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 0,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "y π 15;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 19,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 15,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (x π³ y)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": 19,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 15,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "ans π y;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-min_factorization.imp
|
int n;
int m;
int l;
int i;
int ans;
l = 1;
i = 9;
n = 48;
while(i >= 2)
{
if((n % i) == 0)
{
m = (m + (i * l));
l = (l * 10);
n = (n / i);
}
else
{
i = (i - 1);
};
};
if(n == 1)
{
ans = m;
}
else
{
ans = 0;
};
|
min_factorization.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int n;
int m;
int l;
int i;
int ans;
l π 1;
i π 9;
n π 48;
π(i π 2)
{
πΈ((n π i) π 0)
{
m π (m π (i π l));
l π (l π 10);
n π (n π i);
}
π
{
i π (i π 1);
};
};
πΈ(n π 1)
{
ans π m;
}
π
{
ans π 0;
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>4</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>15</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="7">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>15</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="8">
<rule>1</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="9">
<rule>1</rule>
<rule>21</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int n;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 0,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 0,
"i": 0,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 0,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "l π 1;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 0,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 48,
"i": 8,
"s": null,
"t": null,
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"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
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"e": null,
"l": 1,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((n π i) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 8,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 48,
"i": 8,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 1,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "l π (l π 10);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 8,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 6,
"i": 7,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 10,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 4",
"Rule 21"
],
"cleaned_stmt": "i π (i π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 68,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 1,
"i": 5,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 100,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 15",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (i π 2)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 68,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 1,
"i": 2,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 100,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((n π i) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 68,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 1,
"i": 1,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 100,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 15",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (i π 2)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 68,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 1,
"i": 1,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 100,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (n π 1)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": 68,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": 1,
"i": 1,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": 100,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "ans π m;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-mirror_reflection.imp
|
int x;
int y;
int r;
int s;
int ans;
int t;
int k;
int i;
int j;
int h;
r = 2;
s = 1;
x = r;
y = s;
while(y != 0)
{
t = (x % y);
x = y;
y = t;
};
h = x;
k = ((r * s) / h);
i = (k / r);
j = (k / s);
if(((i % 2) == 0) && ((j % 2) == 1))
{
ans = 0;
}
else
{
};
if(((i % 2) == 1) && ((j % 2) == 1))
{
ans = 1;
halt;
}
else
{
};
if(((i % 2) == 1) && ((j % 2) == 0))
{
ans = 2;
}
else
{
};
|
mirror_reflection.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int x;
int y;
int r;
int s;
int ans;
int t;
int k;
int i;
int j;
int h;
r π 2;
s π 1;
x π r;
y π s;
π(y π 0)
{
t π (x π y);
x π y;
y π t;
};
h π x;
k π ((r π s) π h);
i π (k π r);
j π (k π s);
πΈ(((i π 2) π 0) π ((j π 2) π 1))
{
ans π 0;
}
π
{
};
πΈ(((i π 2) π 1) π ((j π 2) π 1))
{
ans π 1;
π±;
}
π
{
};
πΈ(((i π 2) π 1) π ((j π 2) π 0))
{
ans π 2;
}
π
{
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>17</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>17</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="7">
<rule>1</rule>
<rule>1</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="8">
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>19</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="9">
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>19</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
</ans>
|
[
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"cleaned_stmt": "int t;",
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},
"rules": [
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],
"cleaned_stmt": "r π 2;",
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},
{
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},
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"Rule 22",
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],
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},
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},
"rules": [
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"Rule 8",
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],
"cleaned_stmt": "t π (x π y);",
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},
{
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},
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],
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},
{
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},
"rules": [
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],
"cleaned_stmt": "h π x;",
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},
{
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},
"rules": [
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"Rule 1",
"Rule 5",
"Rule 1",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "k π ((r π s) π h);",
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},
{
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},
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],
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},
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},
"rules": [
"Rule 1",
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"Rule 16",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 19",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (((i π 2) π 0) π ((j π 2) π 1))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 19",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (((i π 2) π 1) π ((j π 2) π 0))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-n_digit.imp
|
int a;
int b;
int c;
int x;
int y;
int ans;
int z;
int q;
int r;
a = 1;
b = 10;
c = 1;
x = 12;
y = 1;
while(y <= x)
{
if(y == b)
{
b = (b * 10);
c = (c + 1);
}
else
{
};
if(a == x)
{
z = y;
q = b;
r = (a + c);
while(y > 0)
{
if(a == x)
{
ans = (z / (q / 10));
halt;
}
else
{
};
a = (a + 1);
z = (z % q);
y = (y / 10);
q = (q / 10);
};
}
else
{
};
if((x > a) && (x < (a + c)))
{
z = y;
q = b;
r = (a + c);
while(y > 0)
{
if(a == x)
{
ans = (z / (q / 10));
halt;
}
else
{
};
a = (a + 1);
z = (z % (q / 10));
y = (y / 10);
q = (q / 10);
};
}
else
{
};
a = (a + c);
y = (y + 1);
};
|
n_digit.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int a;
int b;
int c;
int x;
int y;
int ans;
int z;
int q;
int r;
a π 1;
b π 10;
c π 1;
x π 12;
y π 1;
π(y π· x)
{
πΈ(y π b)
{
b π (b π 10);
c π (c π 1);
}
π
{
};
πΈ(a π x)
{
z π y;
q π b;
r π (a π c);
π(y π 0)
{
πΈ(a π x)
{
ans π (z π (q π 10));
π±;
}
π
{
};
a π (a π 1);
z π (z π q);
y π (y π 10);
q π (q π 10);
};
}
π
{
};
πΈ((x π a) π (x π³ (a π c)))
{
z π y;
q π b;
r π (a π c);
π(y π 0)
{
πΈ(a π x)
{
ans π (z π (q π 10));
π±;
}
π
{
};
a π (a π 1);
z π (z π (q π 10));
y π (y π 10);
q π (q π 10);
};
}
π
{
};
a π (a π c);
y π (y π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>1</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>1</rule>
<rule>14</rule>
<rule>1</rule>
<rule>1</rule>
<rule>1</rule>
<rule>3</rule>
<rule>12</rule>
<rule>19</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="5">
<rule>1</rule>
<rule>5</rule>
<rule>21</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="7">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>14</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="8">
<rule>1</rule>
<rule>1</rule>
<rule>6</rule>
<rule>6</rule>
<rule>21</rule>
</answer>
<answer id="9">
<rule>26</rule>
</answer>
</ans>
|
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},
"rules": [
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],
"cleaned_stmt": "int x;",
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},
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},
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"cleaned_stmt": "x π 12;",
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{
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},
"rules": [
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"Rule 16",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ (y π b)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
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},
"rules": [
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"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "a π (a π c);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
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},
"rules": [
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"Rule 1",
"Rule 14",
"Rule 1",
"Rule 1",
"Rule 1",
"Rule 3",
"Rule 12",
"Rule 19",
"Rule 23",
"Rule 26"
],
"cleaned_stmt": "πΈ ((x π a) π (x π³ (a π c)))\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
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},
"rules": [
"Rule 1",
"Rule 5",
"Rule 21"
],
"cleaned_stmt": "b π (b π 10);",
"control_stack": "Ξ΅"
},
{
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},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "q π b;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 12,
"b": 100,
"c": 2,
"d": null,
"f": null,
"x": 12,
"j": null,
"k": null,
"m": null,
"p": null,
"q": 100,
"r": 14,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 11,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": 11,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 14",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (y π 0)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 12,
"b": 100,
"c": 2,
"d": null,
"f": null,
"x": 12,
"j": null,
"k": null,
"m": null,
"p": null,
"q": 100,
"r": 14,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 11,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": 11,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 1",
"Rule 6",
"Rule 6",
"Rule 21"
],
"cleaned_stmt": "ans π (z π (q π 10));",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 1,
"num": null,
"a": 12,
"b": 100,
"c": 2,
"d": null,
"f": null,
"x": 12,
"j": null,
"k": null,
"m": null,
"p": null,
"q": 100,
"r": 14,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": 11,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": 11,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 26"
],
"cleaned_stmt": "π±;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-num_days.imp
|
int a;
int b;
int ans;
a = 2000;
b = 2;
if(b == 2)
{
if((a % 100) == 0)
{
if((a % 400) == 0)
{
ans = 29;
halt;
}
else
{
ans = 28;
halt;
};
}
else
{
if((a % 4) == 0)
{
ans = 29;
halt;
}
else
{
ans = 28;
halt;
};
};
}
else
{
};
b = (b - 1);
if(((b % 7) % 2) == 0)
{
ans = 31;
halt;
}
else
{
ans = 30;
halt;
};
|
num_days.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int a;
int b;
int ans;
a π 2000;
b π 2;
πΈ(b π 2)
{
πΈ((a π 100) π 0)
{
πΈ((a π 400) π 0)
{
ans π 29;
π±;
}
π
{
ans π 28;
π±;
};
}
π
{
πΈ((a π 4) π 0)
{
ans π 29;
π±;
}
π
{
ans π 28;
π±;
};
};
}
π
{
};
b π (b π 1);
πΈ(((b π 7) π 2) π 0)
{
ans π 31;
π±;
}
π
{
ans π 30;
π±;
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>1</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>26</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int a;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 2000,
"b": 0,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "b π 2;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 2000,
"b": 2,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ (b π 2)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": 2000,
"b": 2,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 8",
"Rule 16",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "πΈ ((a π 400) π 0)\n{\n π±;\n}\nπ\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 29,
"num": null,
"a": 2000,
"b": 2,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 26"
],
"cleaned_stmt": "π±;",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-pattern.imp
|
int r;
int c;
int n;
int ans;
n = 5;
r = 1;
c = 0;
ans = n;
while(r <= n)
{
c = 1;
while(c < ans)
{
c = (c + 1);
};
ans = (ans - 1);
c = 1;
while(c <= ((2 * r) - 1))
{
c = (c + 1);
};
r = (r + 1);
};
|
pattern.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int r;
int c;
int n;
int ans;
n π 5;
r π 1;
c π 0;
ans π n;
π(r π· n)
{
c π 1;
π(c π³ ans)
{
c π (c π 1);
};
ans π (ans π 1);
c π 1;
π(c π· ((2 π r) π 1))
{
c π (c π 1);
};
r π (r π 1);
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>1</rule>
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>12</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>4</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>4</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="7">
<rule>21</rule>
</answer>
<answer id="8">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>4</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="9">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 0,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 36"
],
"cleaned_stmt": "int c;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": 0,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 1,
"X": null,
"B": null,
"n": 5,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 21"
],
"cleaned_stmt": "ans π n;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 5,
"num": null,
"a": null,
"b": null,
"c": 0,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 1,
"X": null,
"B": null,
"n": 5,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (r π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 5,
"num": null,
"a": null,
"b": null,
"c": 1,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 1,
"X": null,
"B": null,
"n": 5,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 12",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (c π³ ans)\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 5,
"num": null,
"a": null,
"b": null,
"c": 5,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 1,
"X": null,
"B": null,
"n": 5,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 4",
"Rule 21"
],
"cleaned_stmt": "ans π (ans π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 2,
"num": null,
"a": null,
"b": null,
"c": 6,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 3,
"X": null,
"B": null,
"n": 5,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 4",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (c π· ((2 π r) π 1))\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 1,
"num": null,
"a": null,
"b": null,
"c": 6,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 4,
"X": null,
"B": null,
"n": 5,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 1",
"Rule 3",
"Rule 21"
],
"cleaned_stmt": "c π (c π 1);",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 1,
"num": null,
"a": null,
"b": null,
"c": 8,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 5,
"X": null,
"B": null,
"n": 5,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 21"
],
"cleaned_stmt": "c π 1;",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": 1,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 5,
"X": null,
"B": null,
"n": 5,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 5",
"Rule 4",
"Rule 13",
"Rule 22",
"Rule 26"
],
"cleaned_stmt": "π (c π· ((2 π r) π 1))\n{\n π±;\n};",
"control_stack": "Ξ΅"
},
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": 0,
"num": null,
"a": null,
"b": null,
"c": 10,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": 6,
"X": null,
"B": null,
"n": 5,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
"n1": null,
"n2": null,
"l2": null,
"r2": null,
"temp": null,
"n3": null,
"number": null,
"ax1": null,
"ax2": null,
"ay1": null,
"ay2": null,
"bx1": null,
"bx2": null,
"by1": null,
"by2": null,
"left": null,
"right": null,
"oh": null,
"ow": null,
"r1x1": null,
"r1x2": null,
"r1y1": null,
"r1y2": null,
"r2x1": null,
"r2x2": null,
"r2y1": null,
"r2y2": null
},
"rules": [
"Rule 24",
"Rule 25",
"Rule 1",
"Rule 1",
"Rule 13",
"Rule 23",
"Rule 27"
],
"cleaned_stmt": "π (r π· n)\n{\n π±;\n};",
"control_stack": "Ξ΅"
}
] |
|
srp-mk-K-unseen-perfect_num.imp
|
int ans;
int n;
int i;
int p;
int s;
s = 1;
i = 2;
n = 7;
while((i * i) <= n)
{
if((n % i) == 0)
{
s = (s + i);
p = (n / i);
if(i != p)
{
s = (s + p);
}
else
{
};
}
else
{
};
i = (i + 1);
};
if(s == n)
{
ans = 1;
}
else
{
ans = 0;
};
|
perfect_num.imp
|
K
|
module IMP_K_UNSEEN-SYNTAX
imports INT
imports BOOL
imports LIST
imports MAP
imports ID
imports STRING
imports K-LOCATIONS
syntax AExp ::= Int | Id
| "π" AExp [strict]
| "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> left:
AExp "π" AExp [strict]
| AExp "π" AExp [strict]
> PAExp
syntax PAExp ::= "(" AExp ")" [klabel(parenthesizedA), symbol]
syntax BExp ::= Bool
> "π°" BExp [strict]
> left:
AExp "π³" AExp [seqstrict]
| AExp "π·" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
| AExp "π" AExp [seqstrict]
> left:
BExp "π" BExp [seqstrict]
| BExp "π»" BExp [seqstrict]
> PBExp
syntax PBExp ::= "(" BExp ")" [klabel(parenthesizedB), symbol]
syntax Block ::= "{" "}"
| "{" Stmt "}"
syntax ContMark ::= "continueMarker"
syntax WhileStmt ::= "π" "(" BExp ")" Block ";"
syntax CompStmt ::= Id "π" AExp ";" [strict(2)]
| "πΈ" "(" BExp ")" Block "π" Block ";" [strict(1)]
| WhileStmt
| "π1" "(" BExp ")" Block
| "π±" ";"
| "πΎ" ";"
| "π²" ";"
| "int" Id ";"
syntax Stmt ::= Block
| CompStmt
| ContMark
| "Empty"
> Stmt Stmt [left]
syntax Log ::= "printLine" "(" Int ")" ";"
| "printLine2" "(" Int ")" ";"
| "printStmt" "(" CompStmt ")" ";"
| "printState" ";"
| "emptyRules" ";"
| "printStackTop" ";"
syntax WhileStmt [locations]
syntax CompStmt [locations]
syntax Pgm ::= Stmt
endmodule
module IMP_K_UNSEEN-AUXILIARY
imports IMP_K_UNSEEN-SYNTAX
syntax KResult ::= Int | Bool
syntax KItem ::= "breakMarker"
syntax KItem ::= "π"
syntax Bool ::= isContmark(Stmt) [function]
rule isContmark(S:ContMark) => true
rule isContmark(_) => false [owise]
syntax KItem ::= push(Int)
syntax KItem ::= "pop"
syntax KItem ::= pushStmt(Stmt)
syntax KItem ::= "popStmt"
configuration <T>
<k> $PGM:Pgm </k>
<state> $STATE:Map </state>
<lines> .List </lines>
<states> .List </states>
<stmts> .List </stmts>
<rules> .List </rules>
<currentLine> 0 </currentLine>
<whileStack> .List </whileStack>
<whileStmtStack> .List </whileStmtStack>
<whileLine> 0 </whileLine>
</T>
rule <k> push(X:Int) => . ... </k>
<whileStack> S:List => ListItem(X) S </whileStack>
rule <k> pop => . ... </k>
<whileStack> ListItem(X:Int) S:List => S </whileStack>
rule <k> pushStmt(S:Stmt) => . ... </k>
<whileStmtStack> L:List => ListItem(S) L </whileStmtStack>
rule <k> popStmt => . ... </k>
<whileStmtStack> ListItem(S:Stmt) L:List => L </whileStmtStack>
rule #location(S:CompStmt, File, StartLine, _, _, _) => printLine(StartLine); ~> printStmt(S); ~> printState; ~> printStackTop; ~> S
rule #location(S:WhileStmt, File, StartLine, _, _, _) => printLine2(StartLine); ~> S
rule {} => .
rule {S} => S
rule S1:Stmt S2:Stmt => S1 ~> S2
rule <k> parenthesizedA(P:AExp) => P ... </k>
rule <k> parenthesizedB(P:BExp) => P ... </k>
rule <k> π ~> _ => .</k>
rule <k> printStmt(A:CompStmt) ; => . ...</k>
<stmts> OUT => OUT ListItem(A)</stmts>
rule <k> printLine(A:Int) ; => . ...</k>
<lines> OUT => OUT ListItem(A)</lines>
<currentLine> _ => A </currentLine>
rule <k> printLine2(A:Int) ; => . ...</k>
<currentLine> _ => A </currentLine>
rule <k> printState; => . ...</k>
<state> ST </state>
<states> OUT => OUT ListItem(ST)</states>
<rules> L => L ListItem("BREAK") </rules>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> ListItem(S:Stmt) L:List</whileStmtStack>
rule <k> printStackTop; => . ...</k>
<whileStmtStack> .List</whileStmtStack>
endmodule
module IMP_K_UNSEEN
imports IMP_K_UNSEEN-AUXILIARY
rule [1]:
<k> X:Id => I ...</k>
<state>... X |-> I ...</state>
<rules> L => L ListItem("Rule 1") </rules>
rule [2]:
<k> X:Id => π </k>
<state> Rho:Map </state>
<rules> L => L ListItem("Rule 2") </rules>
requires notBool (X in_keys(Rho))
rule [3]:
<k> I1 π I2 => I1 +Int I2 ... </k>
<rules> L => L ListItem("Rule 3") </rules>
rule [4]:
<k> I1 π I2 => I1 -Int I2 ... </k>
<rules> L => L ListItem("Rule 4") </rules>
rule [5]:
<k> I1 π I2 => I1 *Int I2 ... </k>
<rules> L => L ListItem("Rule 5") </rules>
rule [6]:
<k> I1 π I2 => I1 /Int I2 ... </k>
<rules> L => L ListItem("Rule 6") </rules>
requires I2 =/=Int 0
rule [7]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 7") </rules>
requires I2 ==Int 0
rule [8]:
<k> I1 π I2 => I1 %Int I2 ... </k>
<rules> L => L ListItem("Rule 8") </rules>
requires I2 =/=Int 0
rule [9]:
<k> I1 π I2 => π ... </k>
<rules> L => L ListItem("Rule 9") </rules>
requires I2 ==Int 0
rule [10]:
<k> π I1 => 0 +Int I1 ... </k>
<rules> L => L ListItem("Rule 10") </rules>
rule [11]:
<k> π I1 => 0 -Int I1 ... </k>
<rules> L => L ListItem("Rule 11") </rules>
rule [12]:
<k> I1 π³ I2 => I1 <Int I2 ... </k>
<rules> L => L ListItem("Rule 12") </rules>
rule [13]:
<k> I1 π· I2 => I1 <=Int I2 ... </k>
<rules> L => L ListItem("Rule 13") </rules>
rule [14]:
<k> I1 π I2 => I1 >Int I2 ... </k>
<rules> L => L ListItem("Rule 14") </rules>
rule [15]:
<k> I1 π I2 => I1 >=Int I2 ... </k>
<rules> L => L ListItem("Rule 15") </rules>
rule [16]:
<k> I1 π I2 => I1 ==Int I2 ... </k>
<rules> L => L ListItem("Rule 16") </rules>
rule [17]:
<k> I1 π I2 => I1 =/=Int I2 ... </k>
<rules> L => L ListItem("Rule 17") </rules>
rule [18]:
<k> π° B1 => notBool B1 ... </k>
<rules> L => L ListItem("Rule 18") </rules>
rule [19]:
<k> B1 π B2 => B1 andBool B2 ... </k>
<rules> L => L ListItem("Rule 19") </rules>
rule [20]:
<k> B1 π» B2 => B1 orBool B2 ... </k>
<rules> L => L ListItem("Rule 20") </rules>
rule [21]:
<k> X π I:Int; => . ...</k>
<state>... X |-> (_ => I) ...</state>
<rules> L => L ListItem("Rule 21") </rules>
rule [22]:
<k> πΈ (true) S π _ ; => S ... </k>
<rules> L => L ListItem("Rule 22") </rules>
rule [23]:
<k> πΈ (false) _ π S ; => S ... </k>
<rules> L => L ListItem("Rule 23") </rules>
rule [24]:
<k> (π (B) S ;) => push(R) ~> pushStmt((π (B) S ;)) ~> (π1 (B) S) ~> breakMarker ~> pop ~> popStmt ... </k>
<currentLine> R:Int </currentLine>
<rules> L => L ListItem("Rule 24") </rules>
rule [25]:
<k> π1 (B) S => printLine(X); ~> printStmt((π (B) S ;)); ~> printState; ~> printStackTop; ~> πΈ (B) {S continueMarker (π1 (B) S)} π {}; ...</k>
<whileStack> ListItem(X:Int) S1:List</whileStack>
<whileLine> _ => X </whileLine>
<rules> L => L ListItem("Rule 25") </rules>
rule [26]:
<k> π±; ~> _ => .</k>
<rules> L => L ListItem("Rule 26") </rules>
rule [27]:
<k> breakMarker => . ... </k>
<rules> L => L ListItem("Rule 27") </rules>
rule [28]:
<k> S:ContMark => . ... </k>
<rules> L => L ListItem("Rule 28") </rules>
rule [29]:
<k> π²; ~> S:ContMark => . ...</k>
<rules> L => L ListItem("Rule 29") </rules>
rule [30]:
<k> π²; ~> S:Stmt => π²; ...</k>
<rules> L => L ListItem("Rule 30") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
requires notBool isContmark(S)
rule [31]:
<k> π²; => π </k>
<rules> L => L ListItem("Rule 31") </rules>
<whileStack> .List </whileStack>
rule [32]:
<k> π²; ~> breakMarker => π²; ...</k>
<rules> L => L ListItem("Rule 32") </rules>
rule [33]:
<k> πΎ; ~> S:Stmt => πΎ; ...</k>
<rules> L => L ListItem("Rule 33") </rules>
<whileStack> ListItem(_) REST:List </whileStack>
rule [34]:
<k> πΎ; => π </k>
<rules> L => L ListItem("Rule 34") </rules>
<whileStack> .List </whileStack>
rule [35]:
<k> πΎ; ~> breakMarker => . ...</k>
<rules> L => L ListItem("Rule 35") </rules>
rule [36]:
<k> int X; => . ... </k>
<state> Rho:Map (.Map => X|->0) </state>
<rules> L => L ListItem("Rule 36") </rules>
endmodule
|
IMP
|
int ans;
int n;
int i;
int p;
int s;
s π 1;
i π 2;
n π 7;
π((i π i) π· n)
{
πΈ((n π i) π 0)
{
s π (s π i);
p π (n π i);
πΈ(i π p)
{
s π (s π p);
}
π
{
};
}
π
{
};
i π (i π 1);
};
πΈ(s π n)
{
ans π 1;
}
π
{
ans π 0;
};
| true
|
KeywordObf
| true
|
<ans>
<answer id="0">
<rule>36</rule>
</answer>
<answer id="1">
<rule>21</rule>
</answer>
<answer id="2">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>13</rule>
<rule>22</rule>
<rule>26</rule>
</answer>
<answer id="3">
<rule>1</rule>
<rule>1</rule>
<rule>8</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
<answer id="4">
<rule>1</rule>
<rule>3</rule>
<rule>21</rule>
</answer>
<answer id="5">
<rule>24</rule>
<rule>25</rule>
<rule>1</rule>
<rule>1</rule>
<rule>5</rule>
<rule>1</rule>
<rule>13</rule>
<rule>23</rule>
<rule>27</rule>
</answer>
<answer id="6">
<rule>1</rule>
<rule>1</rule>
<rule>16</rule>
<rule>23</rule>
<rule>26</rule>
</answer>
</ans>
|
[
{
"line_number": 1,
"prior_state": {
"ble": 0,
"ans": null,
"num": null,
"a": null,
"b": null,
"c": null,
"d": null,
"f": null,
"x": null,
"j": null,
"k": null,
"m": null,
"p": null,
"q": null,
"r": null,
"X": null,
"B": null,
"n": null,
"i": null,
"s": null,
"t": null,
"first": null,
"tk": null,
"y": null,
"T": null,
"aa": null,
"bb": null,
"tmp": null,
"xyz": null,
"e": null,
"l": null,
"h": null,
"count": null,
"x1": null,
"x2": null,
"y1": null,
"y2": null,
"sum": null,
"k9m": null,
"x7f": null,
"p2d": null,
"cnt": null,
"vol": null,
"z": null,
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"control_stack": "Ξ΅"
}
] |
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