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 valid ... | {
"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 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 complete valid se... | {
"game_data": {
"answer": ")})]]})]}]]}}}])]}}})}}})})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")})]]})]}]]}}}])]}}})}}})})",
"fill_length": 27,
"full_sequence": "({({{}{{({{{[([{{{[[{[({[[({()})]]})]}]]}}}])]}}})}}})})",
"n_types": 3,
"n... |
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": 14,
"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 seque... | {
"game_data": {
"answer": ")]}]))]})}]]]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]}]))]})}]]]]",
"fill_length": 14,
"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": 14,
"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 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... | {
"game_data": {
"answer": "))]]])}}]}]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))]]])}}]}]}",
"fill_length": 12,
"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 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 valid... | {
"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 complete ... | {
"game_data": {
"answer": ")}}]]]}]]}]})])])))]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")}}]]]}]]}]})])])))]}",
"fill_length": 21,
"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 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 co... | {
"game_data": {
"answer": ")}})})))])}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")}})})))])}}",
"fill_length": 12,
"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 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 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 complete... | {
"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 vali... | {
"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 valid seq... | {
"game_data": {
"answer": "])})}])]]]))]]}]))})}})}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "])})}])]]]))]]}]))})}})}",
"fill_length": 24,
"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 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 complete valid se... | {
"game_data": {
"answer": "})]}]]]]}]]]])]}]))]})}}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "})]}]]]]}]]]])]}]))]})}}}",
"fill_length": 25,
"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 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 complete val... | {
"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 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 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 valid seq... | {
"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 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 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 sequenc... | {
"game_data": {
"answer": "]]))}))}]]}})}}]])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]))}))}]]}})}}]])",
"fill_length": 18,
"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 ... | {
"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 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 complete val... | {
"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... | {
"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 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 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 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": 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": 14,
"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 sequ... | {
"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 valid ... | {
"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 complet... | {
"game_data": {
"answer": ")]}]}})]})}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]}]}})]})}",
"fill_length": 11,
"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... | {
"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 comple... | {
"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 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 compl... | {
"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 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 se... | {
"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 sequence. | {
"game_data": {
"answer": ")}}])]}})]})}))}]]}))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")}}])]}})]})}))}]]}))",
"fill_length": 21,
"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 seque... | {
"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": 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 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 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 complete valid... | {
"game_data": {
"answer": "}}]))}))}}]})}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}}]))}))}}]})}",
"fill_length": 14,
"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": 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": 13,
"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 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 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 valid... | {
"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 sequen... | {
"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 vali... | {
"game_data": {
"answer": "})}]]})})])))))]}))]})]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "})}]]})})])))))]}))]})]",
"fill_length": 23,
"full_sequence": "[({[(({[({}{{}}[]()(((([({({[[{({})}]]})})])))))]}))]})]",
"n_types": 3,
"nesting_d... |
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": 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 val... | {
"game_data": {
"answer": "])]))))]]}})]})}}}])))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "])]))))]]}})]})}}}])))",
"fill_length": 22,
"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 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 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 va... | {
"game_data": {
"answer": "}}]})}})}]]]])]])]})))]}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}}]})}})}]]]])]])]})))]}]",
"fill_length": 25,
"full_sequence": "({})()[{[([][](({[([[([[[[{({{({[{{}}]})}})}]]]])]])]})))]}]",
"n_types": 3,
"n... |
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": 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 val... | {
"game_data": {
"answer": "))}]}))]}]}])}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))}]}))]}]}])}",
"fill_length": 14,
"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 ... | {
"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 c... | {
"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 ... | {
"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": 13,
"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 sequen... | {
"game_data": {
"answer": "})])))}]}]]])}}}}}))}}}]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "})])))}]}]]])}}}}}))}}}]}",
"fill_length": 25,
"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 sequ... | {
"game_data": {
"answer": "])]]))})]]})}}}}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "])]]))})]]})}}}}]",
"fill_length": 17,
"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": 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 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 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 val... | {
"game_data": {
"answer": "))})]}]}]}})})}}}}]]}}}]}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))})]}]}]}})})}}}}]]}}}]}]",
"fill_length": 26,
"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 com... | {
"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 c... | {
"game_data": {
"answer": ")))}})})]}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")))}})})]}}",
"fill_length": 11,
"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 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 vali... | {
"game_data": {
"answer": "]}]}]]}})]}]}}}])))})])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}]}]]}})]}]}}}])))})])",
"fill_length": 23,
"full_sequence": "({()[]}[({()}{((([{{{[{[({{[[{[{[]}]}]]}})]}]}}}])))})])",
"n_types": 3,
"nesting_d... |
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": 26,
"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 seque... | {
"game_data": {
"answer": "}))})]))))}}}]}))}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}))})]))))}}}]}))}",
"fill_length": 18,
"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": 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 sequen... | {
"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... | {
"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": 14,
"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 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 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 complete valid... | {
"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 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 se... | {
"game_data": {
"answer": "])])]}]}})]}]}}]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "])])]}]}})]}]}}]}",
"fill_length": 17,
"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": 21,
"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 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 com... | {
"game_data": {
"answer": "])))}]}}))]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "])))}]}}))]",
"fill_length": 11,
"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 comp... | {
"game_data": {
"answer": "]]]}}})})})]])))}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]]}}})})})]])))}}",
"fill_length": 18,
"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 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 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 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": 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 s... | {
"game_data": {
"answer": ")]])]]]]})]]]}})}]]]})]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]])]]]]})]]]}})}]]]})]]",
"fill_length": 24,
"full_sequence": "()[[][({[[[{({[]{[[[({[[[[([[()]])]]]]})]]]}})}]]]})]]",
"n_types": 3,
"nesting_d... |
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