env string | prompt string | extra dict |
|---|---|---|
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [][[{{}{[([])]{[[[{{}([][[{{{{([({(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete va... | {
"game_data": {
"answer": ")})])}}}}]])}]]]}}}]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")})])}}}}]])}]]]}}}]]",
"fill_length": 21,
"full_sequence": "[][[{{}{[([])]{[[[{{}([][[{{{{([({()})])}}}}]])}]]]}}}]]",
"n_types": 3,
"nesting_depth... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {({()}[{{}[[]][]}[([]{()}{}({{{{[{[[{((
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complet... | {
"game_data": {
"answer": "))}]]}]}}}}))]])}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))}]]}]}}}}))]])}",
"fill_length": 17,
"full_sequence": "{({()}[{{}[[]][]}[([]{()}{}({{{{[{[[{(())}]]}]}}}}))]])}",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ()((){(((((([{{[[{{(({{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequence... | {
"game_data": {
"answer": "}}))}}]]}}]))))))})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}}))}}]]}}]))))))})",
"fill_length": 19,
"full_sequence": "()((){(((((([{{[[{{(({{}}))}}]]}}]))))))})",
"n_types": 3,
"nesting_depth": 0,
"quest... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}[[[({()[{}]}){[[]{({[[[([[(([({[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete val... | {
"game_data": {
"answer": "]})]))]])]]]})}]}]]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]})]))]])]]]})}]}]]]",
"fill_length": 20,
"full_sequence": "{}[[[({()[{}]}){[[]{({[[[([[(([({[]})]))]])]]]})}]}]]]",
"n_types": 3,
"nesting_depth": 0... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {[]{}[]{(([]({(())}{[]}[([{{[(((({{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete va... | {
"game_data": {
"answer": "}}))))]}}])])))}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}}))))]}}])])))}}",
"fill_length": 17,
"full_sequence": "{[]{}[]{(([]({(())}{[]}[([{{[(((({{}}))))]}}])])))}}",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [[{([][]{}){([({(){{[[{([[((
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid seq... | {
"game_data": {
"answer": "))]])}]]}}})])}}]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))]])}]]}}})])}}]]",
"fill_length": 18,
"full_sequence": "[[{([][]{}){([({(){{[[{([[(())]])}]]}}})])}}]]",
"n_types": 3,
"nesting_depth": 0,
"que... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: (())({{({}{{{{{{((({(([[{{((
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid seq... | {
"game_data": {
"answer": "))}}]]))})))}}}}}})}})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))}}]]))})))}}}}}})}})",
"fill_length": 22,
"full_sequence": "(())({{({}{{{{{{((({(([[{{(())}}]]))})))}}}}}})}})",
"n_types": 3,
"nesting_depth": 0... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ()[](){[[[([{[]{}}[][{(){}([(([([{[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete va... | {
"game_data": {
"answer": "]}])]))])}]])]]]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}])]))])}]])]]]}",
"fill_length": 17,
"full_sequence": "()[](){[[[([{[]{}}[][{(){}([(([([{[]}])]))])}]])]]]}",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {{}}([{}{}][])({}{}[[([{(({[{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid se... | {
"game_data": {
"answer": "}]}))}])]])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}]}))}])]])",
"fill_length": 11,
"full_sequence": "{{}}([{}{}][])({}{}[[([{(({[{}]}))}])]])",
"n_types": 3,
"nesting_depth": 0,
"question_sequence": "{{... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: (){[([{([[({{[({{{{[{[[{[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequen... | {
"game_data": {
"answer": "]}]]}]}}}})]}})]])}])]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}]]}]}}}})]}})]])}])]}",
"fill_length": 23,
"full_sequence": "(){[([{([[({{[({{{{[{[[{[]}]]}]}}}})]}})]])}])]}",
"n_types": 3,
"nesting_depth": 0... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ()(([()]))[]{{}}({}()({([]{{[({
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid ... | {
"game_data": {
"answer": "})]}})}))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "})]}})}))",
"fill_length": 9,
"full_sequence": "()(([()]))[]{{}}({}()({([]{{[({})]}})}))",
"n_types": 3,
"nesting_depth": 0,
"question_sequence": "()(([()... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {()}({{[]}}{()})[[{}[]{{}}[]]{[({{([{{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete... | {
"game_data": {
"answer": "}}])}})]}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}}])}})]}]",
"fill_length": 10,
"full_sequence": "{()}({{[]}}{()})[[{}[]{{}}[]]{[({{([{{}}])}})]}]",
"n_types": 3,
"nesting_depth": 0,
"question_sequence... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: (([({{[{}{(([[][{{({{{{{[{{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequ... | {
"game_data": {
"answer": "}}]}}}}})}}]]))}]}})]))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}}]}}}}})}}]]))}]}})]))",
"fill_length": 23,
"full_sequence": "(([({{[{}{(([[][{{({{{{{[{{}}]}}}}})}}]]))}]}})]))",
"n_types": 3,
"nesting_depth":... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ([([]){()}[][][{[][{[(((({{[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid seq... | {
"game_data": {
"answer": "]}}))))]}]}]])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}}))))]}]}]])",
"fill_length": 14,
"full_sequence": "([([]){()}[][][{[][{[(((({{[]}}))))]}]}]])",
"n_types": 3,
"nesting_depth": 0,
"question_sequen... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [{}[][]()](){()}{}[[]()]()[](([[]([(({[(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the comple... | {
"game_data": {
"answer": ")]}))])]))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]}))])]))",
"fill_length": 10,
"full_sequence": "[{}[][]()](){()}{}[[]()]()[](([[]([(({[()]}))])]))",
"n_types": 3,
"nesting_depth": 0,
"question_sequen... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [[{}({((({{{[({[{[[{(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequence. | {
"game_data": {
"answer": ")}]]}]})]}}})))})]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")}]]}]})]}}})))})]]",
"fill_length": 19,
"full_sequence": "[[{}({((({{{[({[{[[{()}]]}]})]}}})))})]]",
"n_types": 3,
"nesting_depth": 0,
"questio... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {{()({[[[[[{[]{(){[{(([[[[{([
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid se... | {
"game_data": {
"answer": "])}]]]]))}]}}}]]]]]})}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "])}]]]]))}]}}}]]]]]})}}",
"fill_length": 23,
"full_sequence": "{{()({[[[[[{[]{(){[{(([[[[{([])}]]]]))}]}}}]]]]]})}}",
"n_types": 3,
"nesting_depth... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: []{}((){}){}(([])())({[([][{[]}]{()[[[({[[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the comp... | {
"game_data": {
"answer": "]]})]]]})]})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]})]]]})]})",
"fill_length": 12,
"full_sequence": "[]{}((){}){}(([])())({[([][{[]}]{()[[[({[[]]})]]]})]})",
"n_types": 3,
"nesting_depth": 0,
"questio... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}({(([{}[]{()[{()}]()(([][][([[[({({({[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the comple... | {
"game_data": {
"answer": "]})})})]]])]))}]))})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]})})})]]])]))}]))})",
"fill_length": 20,
"full_sequence": "{}({(([{}[]{()[{()}]()(([][][([[[({({({[]})})})]]])]))}]))})",
"n_types": 3,
"nesting_dep... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}()(()({}))[[[[]()(({}[{({{[(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid s... | {
"game_data": {
"answer": ")]}})}]))]]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]}})}]))]]]",
"fill_length": 12,
"full_sequence": "{}()(()({}))[[[[]()(({}[{({{[()]}})}]))]]]",
"n_types": 3,
"nesting_depth": 0,
"question_sequence":... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: []{{[[{}()[]]({})]{(())}[]({({{{{{{{{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete ... | {
"game_data": {
"answer": "}}}}}}}})})}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}}}}}}}})})}}",
"fill_length": 13,
"full_sequence": "[]{{[[{}()[]]({})]{(())}[]({({{{{{{{{}}}}}}}})})}}",
"n_types": 3,
"nesting_depth": 0,
"question_... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: (){}(({[{{{[{([][(({(([([[[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequ... | {
"game_data": {
"answer": "]]])]))}))])}]}}}]}))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]])]))}))])}]}}}]}))",
"fill_length": 21,
"full_sequence": "(){}(({[{{{[{([][(({(([([[[]]])]))}))])}]}}}]}))",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {[([{{}}(({{()(([[(({[{{[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequen... | {
"game_data": {
"answer": "]}}]}))]]))}}))])]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}}]}))]]))}}))])]}",
"fill_length": 19,
"full_sequence": "{[([{{}}(({{()(([[(({[{{[]}}]}))]]))}}))])]}",
"n_types": 3,
"nesting_depth": 0,
"que... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [{[[]{}(()((){([[[((({[[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequenc... | {
"game_data": {
"answer": "]]})))]]])}))]}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]})))]]])}))]}]",
"fill_length": 16,
"full_sequence": "[{[[]{}(()((){([[[((({[[]]})))]]])}))]}]",
"n_types": 3,
"nesting_depth": 0,
"question_sequ... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: []{{}}([]{[]})[{}{[]}{{{{}}[][[[[[[[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete v... | {
"game_data": {
"answer": "]]]]]]]}}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]]]]]]}}]",
"fill_length": 10,
"full_sequence": "[]{{}}([]{[]})[{}{[]}{{{{}}[][[[[[[[]]]]]]]}}]",
"n_types": 3,
"nesting_depth": 0,
"question_sequence":... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ({})([{(){[]{[](){}()}[(([{[(([([
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete vali... | {
"game_data": {
"answer": "])]))]}]))]}}])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "])]))]}]))]}}])",
"fill_length": 15,
"full_sequence": "({})([{(){[]{[](){}()}[(([{[(([([])]))]}]))]}}])",
"n_types": 3,
"nesting_depth": 0,
"questio... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [](({}[][({{}[[]{{}{[()]}}]})[]]([{{(({(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the comple... | {
"game_data": {
"answer": ")}))}}])))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")}))}}])))",
"fill_length": 10,
"full_sequence": "[](({}[][({{}[[]{{}{[()]}}]})[]]([{{(({()}))}}])))",
"n_types": 3,
"nesting_depth": 0,
"question_sequen... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}({({[]({}{})}[]([]()[](){[[([({
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete vali... | {
"game_data": {
"answer": "})])]]}))})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "})])]]}))})",
"fill_length": 11,
"full_sequence": "{}({({[]({}{})}[]([]()[](){[[([({})])]]}))})",
"n_types": 3,
"nesting_depth": 0,
"question_sequence":... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}{{{[]{([([((([({({([[{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequenc... | {
"game_data": {
"answer": "}]])})})])))])])}}}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}]])})})])))])])}}}}",
"fill_length": 20,
"full_sequence": "{}{{{[]{([([((([({({([[{}]])})})])))])])}}}}",
"n_types": 3,
"nesting_depth": 0,
"q... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: (([{[[]({{}}({}{[[[[()][]]]([[({{[[{[[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete... | {
"game_data": {
"answer": "]]}]]}})]])]}))]}]))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]}]]}})]])]}))]}]))",
"fill_length": 20,
"full_sequence": "(([{[[]({{}}({}{[[[[()][]]]([[({{[[{[[]]}]]}})]])]}))]}]))",
"n_types": 3,
"nesting_depth... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: []()({[]([([]{})]{})}{{}()[{()}][{[{[{[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complet... | {
"game_data": {
"answer": "]}]}]}]})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}]}]}]})",
"fill_length": 9,
"full_sequence": "[]()({[]([([]{})]{})}{{}()[{()}][{[{[{[]}]}]}]})",
"n_types": 3,
"nesting_depth": 0,
"question_sequence": ... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [()][{([(())[]])}(){}[()((((((([(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete vali... | {
"game_data": {
"answer": ")])))))))]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")])))))))]]",
"fill_length": 11,
"full_sequence": "[()][{([(())[]])}(){}[()((((((([()])))))))]]",
"n_types": 3,
"nesting_depth": 0,
"question_sequence":... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: (){}(({}[]([]({})((({}[([[(([([[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid... | {
"game_data": {
"answer": "]])]))]])]))))))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]])]))]])]))))))",
"fill_length": 16,
"full_sequence": "(){}(({}[]([]({})((({}[([[(([([[]])]))]])]))))))",
"n_types": 3,
"nesting_depth": 0,
"quest... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {{()[(([({[{{}[[]{}][[{}]{[[{((({({{[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete ... | {
"game_data": {
"answer": "]}})})))}]]}]}]})]))]}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}})})))}]]}]}]})]))]}}",
"fill_length": 23,
"full_sequence": "{{()[(([({[{{}[[]{}][[{}]{[[{((({({{[]}})})))}]]}]}]})]))]}}",
"n_types": 3,
"nesti... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [][]{}[{}{{}}]{[(([[][]{(((([((({
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete vali... | {
"game_data": {
"answer": "})))]))))}]))]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "})))]))))}]))]}",
"fill_length": 15,
"full_sequence": "[][]{}[{}{{}}]{[(([[][]{(((([((({})))]))))}]))]}",
"n_types": 3,
"nesting_depth": 0,
"questio... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {{}{[(()[()[]({[]}()())][[{}]][{{([((
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete ... | {
"game_data": {
"answer": "))])}}])]}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))])}}])]}}",
"fill_length": 11,
"full_sequence": "{{}{[(()[()[]({[]}()())][[{}]][{{([(())])}}])]}}",
"n_types": 3,
"nesting_depth": 0,
"question_sequen... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {([][](){{()[{{{[{{[(([[{([
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequ... | {
"game_data": {
"answer": "])}]]))]}}]}}}]}})}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "])}]]))]}}]}}}]}})}",
"fill_length": 19,
"full_sequence": "{([][](){{()[{{{[{{[(([[{([])}]]))]}}]}}}]}})}",
"n_types": 3,
"nesting_depth": 0,
"q... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: (){}{}()({([]{([[]]([]{[({{[([{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid ... | {
"game_data": {
"answer": "}])]}})]}))})})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}])]}})]}))})})",
"fill_length": 15,
"full_sequence": "(){}{}()({([]{([[]]([]{[({{[([{}])]}})]}))})})",
"n_types": 3,
"nesting_depth": 0,
"question_... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}({{[[[({{}[[({[({(([[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequence... | {
"game_data": {
"answer": "]]))})]})]]})]]]}})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]))})]})]]})]]]}})",
"fill_length": 19,
"full_sequence": "{}({{[[[({{}[[({[({(([[]]))})]})]]})]]]}})",
"n_types": 3,
"nesting_depth": 0,
"quest... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}[](){()}(){(({({({{[({((([([[{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid... | {
"game_data": {
"answer": "}]])])))})]}})})}))}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}]])])))})]}})})}))}",
"fill_length": 20,
"full_sequence": "{}[](){()}(){(({({({{[({((([([[{}]])])))})]}})})}))}",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {{}}{{}[[{(((()){})(((([[([[[{[[(({
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete va... | {
"game_data": {
"answer": "}))]]}]]])]])))))}]]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}))]]}]]])]])))))}]]}",
"fill_length": 21,
"full_sequence": "{{}}{{}[[{(((()){})(((([[([[[{[[(({}))]]}]]])]])))))}]]}",
"n_types": 3,
"nesting_depth... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: (()([[([[][]][]({(){}()[]}{{{[[([{[{([{[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the comple... | {
"game_data": {
"answer": "]}])}]}])]]}}}))]]))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}])}]}])]]}}}))]]))",
"fill_length": 20,
"full_sequence": "(()([[([[][]][]({(){}()[]}{{{[[([{[{([{[]}])}]}])]]}}}))]]))",
"n_types": 3,
"nesting_dep... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ()({})([[{}{[]}{[([][()(){{}}[([([([[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete ... | {
"game_data": {
"answer": "]])])])]])]}]])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]])])])]])]}]])",
"fill_length": 15,
"full_sequence": "()({})([[{}{[]}{[([][()(){{}}[([([([[]])])])]])]}]])",
"n_types": 3,
"nesting_depth": 0,
"que... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ()([(([][[]])[{}[[()[{[()([[{{[{[{{[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete v... | {
"game_data": {
"answer": "]}}]}]}}]])]}]]]])])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}}]}]}}]])]}]]]])])",
"fill_length": 20,
"full_sequence": "()([(([][[]])[{}[[()[{[()([[{{[{[{{[]}}]}]}}]])]}]]]])])",
"n_types": 3,
"nesting_depth":... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ()[][()](({(([{([[{[{[[(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequenc... | {
"game_data": {
"answer": ")]]}]}]])}]))}))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]]}]}]])}]))}))",
"fill_length": 16,
"full_sequence": "()[][()](({(([{([[{[{[[()]]}]}]])}]))}))",
"n_types": 3,
"nesting_depth": 0,
"question_sequ... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [][[[[{[]{{[]{(([[{({(((([{[[{[[{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete vali... | {
"game_data": {
"answer": "}]]}]]}]))))})}]]))}}}}]]]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}]]}]]}]))))})}]]))}}}}]]]]",
"fill_length": 27,
"full_sequence": "[][[[[{[]{{[]{(([[{({(((([{[[{[[{}]]}]]}]))))})}]]))}}}}]]]]",
"n_types": 3,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: []([{[]{{(){}{}{({}{[{((({[(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid seq... | {
"game_data": {
"answer": ")]})))}]})}}}}])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]})))}]})}}}}])",
"fill_length": 16,
"full_sequence": "[]([{[]{{(){}{}{({}{[{((({[()]})))}]})}}}}])",
"n_types": 3,
"nesting_depth": 0,
"question_... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ([([[{([[[[(({{({(({([{[[([{[(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid s... | {
"game_data": {
"answer": ")]}])]]}])}))})}}))]]]])}]])])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]}])]]}])}))})}}))]]]])}]])])",
"fill_length": 30,
"full_sequence": "([([[{([[[[(({{({(({([{[[([{[()]}])]]}])}))})}}))]]]])}]])])",
"n_types": 3... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [([{{}}])][]([[]()][{{{}}[{({[{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid ... | {
"game_data": {
"answer": "}]})}]}])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}]})}]}])",
"fill_length": 9,
"full_sequence": "[([{{}}])][]([[]()][{{{}}[{({[{}]})}]}])",
"n_types": 3,
"nesting_depth": 0,
"question_sequence": "[([{{}}... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [][{[]}{}()({[()][[]]{[]({{}}){{(([(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete v... | {
"game_data": {
"answer": ")]))}}}})]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]))}}}})]",
"fill_length": 10,
"full_sequence": "[][{[]}{}()({[()][[]]{[]({{}}){{(([()]))}}}})]",
"n_types": 3,
"nesting_depth": 0,
"question_sequence":... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {[][]{[(({{[]({([])}(([[[((([{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid s... | {
"game_data": {
"answer": "}])))]]])))}}))]}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}])))]]])))}}))]}}",
"fill_length": 18,
"full_sequence": "{[][]{[(({{[]({([])}(([[[((([{}])))]]])))}}))]}}",
"n_types": 3,
"nesting_depth": 0,
"q... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [{}[[({(({[]{[([()([({[([[[[({[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid ... | {
"game_data": {
"answer": "]})]]]])]})])])]}}))})]]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]})]]]])]})])])]}}))})]]]",
"fill_length": 25,
"full_sequence": "[{}[[({(({[]{[([()([({[([[[[({[]})]]]])]})])])]}}))})]]]",
"n_types": 3,
"nesti... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ((()([({})([()])[]{}[{{[]{[[()()]]}({[[[{([
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the com... | {
"game_data": {
"answer": "])}]]]})}}]])))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "])}]]]})}}]])))",
"fill_length": 15,
"full_sequence": "((()([({})([()])[]{}[{{[]{[[()()]]}({[[[{([])}]]]})}}]])))",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ()()({{({([({([[([{[({(({{[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequ... | {
"game_data": {
"answer": "]}}))})]}])]])})])})}})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}}))})]}])]])})])})}})",
"fill_length": 23,
"full_sequence": "()()({{({([({([[([{[({(({{[]}}))})]}])]])})])})}})",
"n_types": 3,
"nesting_depth":... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: []{}(){[](){{{({{[{}]()}})([([(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid ... | {
"game_data": {
"answer": ")])])}}}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")])])}}}}",
"fill_length": 9,
"full_sequence": "[]{}(){[](){{{({{[{}]()}})([([()])])}}}}",
"n_types": 3,
"nesting_depth": 0,
"question_sequence": "[]{}(){... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ({{[]}}[{{}[(){{(()()[([{{{({(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid s... | {
"game_data": {
"answer": ")})}}}])])}}]}])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")})}}}])])}}]}])",
"fill_length": 16,
"full_sequence": "({{[]}}[{{}[(){{(()()[([{{{({()})}}}])])}}]}])",
"n_types": 3,
"nesting_depth": 0,
"questio... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: (()){}(){}([]([{[({{[{{}[][{{[((([((((
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete... | {
"game_data": {
"answer": "))))])))]}}]}]}})]}]))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))))])))]}}]}]}})]}]))",
"fill_length": 22,
"full_sequence": "(()){}(){}([]([{[({{[{{}[][{{[((([(((())))])))]}}]}]}})]}]))",
"n_types": 3,
"nesting... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ([{}{([{}]((){}[{[{{[[[(({{[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid seq... | {
"game_data": {
"answer": "]}}))]]]}}]}]))}])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}}))]]]}}]}]))}])",
"fill_length": 18,
"full_sequence": "([{}{([{}]((){}[{[{{[[[(({{[]}}))]]]}}]}]))}])",
"n_types": 3,
"nesting_depth": 0,
"que... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [][]{{}}[{}]([[]()][[[{{[[[[[[({((
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete val... | {
"game_data": {
"answer": "))})]]]]]]}}]]])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))})]]]]]]}}]]])",
"fill_length": 16,
"full_sequence": "[][]{{}}[{}]([[]()][[[{{[[[[[[({(())})]]]]]]}}]]])",
"n_types": 3,
"nesting_depth": 0,
"que... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {{{}((({})[[[[][]{()}(){}{}]]{}{[[([[[{({
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the compl... | {
"game_data": {
"answer": "})}]]])]]}]))}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "})}]]])]]}]))}}",
"fill_length": 15,
"full_sequence": "{{{}((({})[[[[][]{()}(){}{}]]{}{[[([[[{({})}]]])]]}]))}}",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}{}{{()([(({}({{{{[{({[{{{[(({({
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete vali... | {
"game_data": {
"answer": "})}))]}}}]})}]}}}})))])}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "})}))]}}}]})}]}}}})))])}}",
"fill_length": 25,
"full_sequence": "{}{}{{()([(({}({{{{[{({[{{{[(({({})}))]}}}]})}]}}}})))])}}",
"n_types": 3,
"nes... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: []({})()[][()({{{}[][{}()]{({{}}[{([({[[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the comple... | {
"game_data": {
"answer": "]]})])}])}}})]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]})])}])}}})]",
"fill_length": 14,
"full_sequence": "[]({})()[][()({{{}[][{}()]{({{}}[{([({[[]]})])}])}}})]",
"n_types": 3,
"nesting_depth": 0,
"que... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {{}{{[[{}()]([{}][[][[[{{[[[((((
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid... | {
"game_data": {
"answer": "))))]]]}}]]]])]}}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))))]]]}}]]]])]}}}",
"fill_length": 18,
"full_sequence": "{{}{{[[{}()]([{}][[][[[{{[[[(((())))]]]}}]]]])]}}}",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {[[]{}()]}([[](([(([[{{[([(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequ... | {
"game_data": {
"answer": ")])]}}]]))]))])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")])]}}]]))]))])",
"fill_length": 15,
"full_sequence": "{[[]{}()]}([[](([(([[{{[([()])]}}]]))]))])",
"n_types": 3,
"nesting_depth": 0,
"question_sequ... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ([][])[[{}]][]{{{[[(){{}}()]]}[({}{{[]}([({[[[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the ... | {
"game_data": {
"answer": "]]]})])})]}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]]})])})]}}",
"fill_length": 12,
"full_sequence": "([][])[[{}]][]{{{[[(){{}}()]]}[({}{{[]}([({[[[]]]})])})]}}",
"n_types": 3,
"nesting_depth": 0,
"que... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {[]{}[]{(([{}])(([](()){[[({{((
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid ... | {
"game_data": {
"answer": "))}})]]})))}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))}})]]})))}}",
"fill_length": 13,
"full_sequence": "{[]{}[]{(([{}])(([](()){[[({{(())}})]]})))}}",
"n_types": 3,
"nesting_depth": 0,
"question_sequen... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {()}[[{}[(){}]([]([[[(){{[]}}]]])[((({(({([(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the co... | {
"game_data": {
"answer": ")])}))})))])]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")])}))})))])]]",
"fill_length": 14,
"full_sequence": "{()}[[{}[(){}]([]([[[(){{[]}}]]])[((({(({([()])}))})))])]]",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}[{(){{{([])[()]}[[]]([]{((([]{({{[[(([{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the compl... | {
"game_data": {
"answer": "}]))]]}})})))})}}}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}]))]]}})})))})}}}]",
"fill_length": 19,
"full_sequence": "{}[{(){{{([])[()]}[[]]([]{((([]{({{[[(([{}]))]]}})})))})}}}]",
"n_types": 3,
"nesting_depth... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ({()[][{{{}}}[[{}]{({(([][[([[{{{({[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete v... | {
"game_data": {
"answer": "]})}}}]])]]))})}]]})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]})}}}]])]]))})}]]})",
"fill_length": 20,
"full_sequence": "({()[][{{{}}}[[{}]{({(([][[([[{{{({[]})}}}]])]]))})}]]})",
"n_types": 3,
"nesting_depth":... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [[{}][([]({[()](){[()[{}]]}})){}[([[[{[((
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the compl... | {
"game_data": {
"answer": "))]}]]])]]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))]}]]])]]]",
"fill_length": 11,
"full_sequence": "[[{}][([]({[()](){[()[{}]]}})){}[([[[{[(())]}]]])]]]",
"n_types": 3,
"nesting_depth": 0,
"question_se... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {()(()[](({[[(([[([([[[([
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequen... | {
"game_data": {
"answer": "])]]])])]]))]]})))}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "])]]])])]]))]]})))}",
"fill_length": 19,
"full_sequence": "{()(()[](({[[(([[([([[[([])]]])])]]))]]})))}",
"n_types": 3,
"nesting_depth": 0,
"que... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ([]()){}[()]({}{{}{}}[(){[([{{([(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete vali... | {
"game_data": {
"answer": ")])}}])]}])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")])}}])]}])",
"fill_length": 11,
"full_sequence": "([]()){}[()]({}{{}{}}[(){[([{{([()])}}])]}])",
"n_types": 3,
"nesting_depth": 0,
"question_sequence":... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: (){{[[[[]][{}({[{{}({}[{[{([({({[[(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete va... | {
"game_data": {
"answer": ")]]})})])}]}])}]})]]]}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]]})})])}]}])}]})]]]}}",
"fill_length": 23,
"full_sequence": "(){{[[[[]][{}({[{{}({}[{[{([({({[[()]]})})])}]}])}]})]]]}}",
"n_types": 3,
"nesting... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: (){[[{()}(({({{}(({{[({[[[(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequ... | {
"game_data": {
"answer": ")]]]})]}}))})}))]]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]]]})]}}))})}))]]}",
"fill_length": 19,
"full_sequence": "(){[[{()}(({({{}(({{[({[[[()]]]})]}}))})}))]]}",
"n_types": 3,
"nesting_depth": 0,
"q... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ({{[[({}(([([{(({{[[{({{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequenc... | {
"game_data": {
"answer": "}})}]]}}))}])])))]]}})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}})}]]}}))}])])))]]}})",
"fill_length": 22,
"full_sequence": "({{[[({}(([([{(({{[[{({{}})}]]}}))}])])))]]}})",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {()[{{}([[]()]())()}{[()]{}}()][][]({[{{}[[{[[[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the... | {
"game_data": {
"answer": "]]]}]]}]})}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]]}]]}]})}",
"fill_length": 11,
"full_sequence": "{()[{{}([[]()]())()}{[()]{}}()][][]({[{{}[[{[[[]]]}]]}]})}",
"n_types": 3,
"nesting_depth": 0,
"quest... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: (){[(([][]({()(({}[[((([[({[((
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid s... | {
"game_data": {
"answer": "))]})]])))]]))})))]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))]})]])))]]))})))]}",
"fill_length": 20,
"full_sequence": "(){[(([][]({()(({}[[((([[({[(())]})]])))]]))})))]}",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}([([])]()()(([]){([[{[[{{[{(([
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid... | {
"game_data": {
"answer": "]))}]}}]]}]])}))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]))}]}}]]}]])}))",
"fill_length": 16,
"full_sequence": "{}([([])]()()(([]){([[{[[{{[{(([]))}]}}]]}]])}))",
"n_types": 3,
"nesting_depth": 0,
"quest... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [(())][[]]()((([([[()[{}[[{{([({{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete vali... | {
"game_data": {
"answer": "}})])}}]]]]])])))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}})])}}]]]]])])))",
"fill_length": 17,
"full_sequence": "[(())][[]]()((([([[()[{}[[{{([({{}})])}}]]]]])])))",
"n_types": 3,
"nesting_depth": 0,
"q... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ({}[[]]({()[]{}{[{}([{[([(({[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid se... | {
"game_data": {
"answer": "]}))])]}])]}}))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}))])]}])]}}))",
"fill_length": 15,
"full_sequence": "({}[[]]({()[]{}{[{}([{[([(({[]}))])]}])]}}))",
"n_types": 3,
"nesting_depth": 0,
"question_se... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [{}[({}()){[([[[[[][]][{{{([{[[[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid... | {
"game_data": {
"answer": "]]]}])}}}]]]])]}]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]]}])}}}]]]])]}]]",
"fill_length": 18,
"full_sequence": "[{}[({}()){[([[[[[][]][{{{([{[[[]]]}])}}}]]]])]}]]",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ({{([]({[{}{(({[{[[{[(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequence. | {
"game_data": {
"answer": ")]}]]}]}))}]}))}})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]}]]}]}))}]}))}})",
"fill_length": 18,
"full_sequence": "({{([]({[{}{(({[{[[{[()]}]]}]}))}]}))}})",
"n_types": 3,
"nesting_depth": 0,
"question_... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: (){[][[[]][[][[](){}{{{[[[{{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid seq... | {
"game_data": {
"answer": "}}]]]}}}]]]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}}]]]}}}]]]}",
"fill_length": 12,
"full_sequence": "(){[][[[]][[][[](){}{{{[[[{{}}]]]}}}]]]}",
"n_types": 3,
"nesting_depth": 0,
"question_sequence": "... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {([({[({{({(({{(({({{{{{(([(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid seq... | {
"game_data": {
"answer": ")]))}}}}})}))}}))})}})]})])}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]))}}}}})}))}}))})}})]})])}",
"fill_length": 28,
"full_sequence": "{([({[({{({(({{(({({{{{{(([()]))}}}}})}))}}))})}})]})])}",
"n_types": 3,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ((){{}}[][{{{}}{(){(){}}{}}(){({}()){{[([{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the comp... | {
"game_data": {
"answer": "}])]}}}}])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}])]}}}}])",
"fill_length": 10,
"full_sequence": "((){{}}[][{{{}}{(){(){}}{}}(){({}()){{[([{}])]}}}}])",
"n_types": 3,
"nesting_depth": 0,
"question_sequ... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: (()([]))[]{}()[{[]}](()(([{(((({{[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete val... | {
"game_data": {
"answer": "]}}))))}])))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}}))))}])))",
"fill_length": 12,
"full_sequence": "(()([]))[]{}()[{[]}](()(([{(((({{[]}}))))}])))",
"n_types": 3,
"nesting_depth": 0,
"question_sequen... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {([][{{[](){{{[{[({([({
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequence... | {
"game_data": {
"answer": "})])})]}]}}}}}])}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "})])})]}]}}}}}])}",
"fill_length": 17,
"full_sequence": "{([][{{[](){{{[{[({([({})])})]}]}}}}}])}",
"n_types": 3,
"nesting_depth": 0,
"question_se... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [({{[[[{([[[{{{{(([[{{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequence. | {
"game_data": {
"answer": "}}]]))}}}}]]])}]]]}})]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}}]]))}}}}]]])}]]]}})]",
"fill_length": 22,
"full_sequence": "[({{[[[{([[[{{{{(([[{{}}]]))}}}}]]])}]]]}})]",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: []{}{{}({[](()[{}])[][]{}}{([][([[[{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete v... | {
"game_data": {
"answer": "}]]])])})}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}]]])])})}",
"fill_length": 10,
"full_sequence": "[]{}{{}({[](()[{}])[][]{}}{([][([[[{}]]])])})}",
"n_types": 3,
"nesting_depth": 0,
"question_sequence":... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [[{({({}[[[({[[(([([{[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequence. | {
"game_data": {
"answer": "]}])]))]]})]]])})}]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}])]))]]})]]])})}]]",
"fill_length": 20,
"full_sequence": "[[{({({}[[[({[[(([([{[]}])]))]]})]]])})}]]",
"n_types": 3,
"nesting_depth": 0,
"que... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ()[(){([{{[{((({({([((((({
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid seque... | {
"game_data": {
"answer": "})))))])})})))}]}}])}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "})))))])})})))}]}}])}]",
"fill_length": 22,
"full_sequence": "()[(){([{{[{((({({([((((({})))))])})})))}]}}])}]",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: (([(({}([{}{}][{[[[({[{{[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequen... | {
"game_data": {
"answer": "]}}]})]]]}])))]))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}}]})]]]}])))]))",
"fill_length": 17,
"full_sequence": "(([(({}([{}{}][{[[[({[{{[]}}]})]]]}])))]))",
"n_types": 3,
"nesting_depth": 0,
"question_... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: []{}[[([{}{}()[(){[]}{{[[{[[{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid se... | {
"game_data": {
"answer": "}]]}]]}}]])]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}]]}]]}}]])]]",
"fill_length": 13,
"full_sequence": "[]{}[[([{}{}()[(){[]}{{[[{[[{}]]}]]}}]])]]",
"n_types": 3,
"nesting_depth": 0,
"question_sequence... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: []((){}(()[[({}([])([[{}]()]([[{({([{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete ... | {
"game_data": {
"answer": "}])})}]])))]]))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}])})}]])))]]))",
"fill_length": 15,
"full_sequence": "[]((){}(()[[({}([])([[{}]()]([[{({([{}])})}]])))]]))",
"n_types": 3,
"nesting_depth": 0,
"que... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [({{[(()[]({[({{({{{[{{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequence... | {
"game_data": {
"answer": "}}]}}})}})]}))]}})]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}}]}}})}})]}))]}})]",
"fill_length": 19,
"full_sequence": "[({{[(()[]({[({{({{{[{{}}]}}})}})]}))]}})]",
"n_types": 3,
"nesting_depth": 0,
"quest... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ({}{([{{}[]{[({([](){}()){{{{([{({{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete va... | {
"game_data": {
"answer": "}})}])}}}}})]}}])})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}})}])}}}}})]}}])})",
"fill_length": 19,
"full_sequence": "({}{([{{}[]{[({([](){}()){{{{([{({{}})}])}}}}})]}}])})",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: []([[{[()]}]]({}){}){}([[](((()([({[(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete ... | {
"game_data": {
"answer": ")]})]))))])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]})]))))])",
"fill_length": 11,
"full_sequence": "[]([[{[()]}]]({}){}){}([[](((()([({[()]})]))))])",
"n_types": 3,
"nesting_depth": 0,
"question_sequen... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [((){})[]]{[]}{{{[{}()]}(){{{{([[[({[([
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complet... | {
"game_data": {
"answer": "])]})]]])}}}}}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "])]})]]])}}}}}}",
"fill_length": 15,
"full_sequence": "[((){})[]]{[]}{{{[{}()]}(){{{{([[[({[([])]})]]])}}}}}}",
"n_types": 3,
"nesting_depth": 0,
"q... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ([{}{}[[{}][]()]{[{}]}{(){(([[[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid ... | {
"game_data": {
"answer": "]]]))}}])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]]))}}])",
"fill_length": 9,
"full_sequence": "([{}{}[[{}][]()]{[{}]}{(){(([[[]]]))}}])",
"n_types": 3,
"nesting_depth": 0,
"question_sequence": "([{}{}[... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {{{}[()[[({{{{{}[(([({[[{{[{{[([
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid... | {
"game_data": {
"answer": "])]}}]}}]]})]))]}}}})]]]}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "])]}}]}}]]})]))]}}}})]]]}}",
"fill_length": 26,
"full_sequence": "{{{}[()[[({{{{{}[(([({[[{{[{{[([])]}}]}}]]})]))]}}}})]]]}}",
"n_types": 3,
"n... |
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