Datasets:
jeff4000
/
dyck_language_task

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string
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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 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 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 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...
{ "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...
{ "game_data": { "answer": "]}}]})})", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": "]}}]})})", "fill_length": 8, "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 ...
{ "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 comple...
{ "game_data": { "answer": "]]]]]]})))}]]])}", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": "]]]]]]})))}]]])}", "fill_length": 16, "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": 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 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": 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 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 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 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 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": 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": 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 valid se...
{ "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 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...
{ "game_data": { "answer": "})]]]]}))]}]]", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": "})]]]]}))]}]]", "fill_length": 13, "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 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 ...
{ "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": 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 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 va...
{ "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 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": 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 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 seque...
{ "game_data": { "answer": ")}]))]]}]}}]}]}]]]])}]]]", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": ")}]))]]}]}}]}]}]]]])}]]]", "fill_length": 24, "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": 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": 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 s...
{ "game_data": { "answer": "]}}}}))}}]]}]]})))]})])}", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": "]}}}}))}}]]}]]})))]})])}", "fill_length": 24, "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 c...
{ "game_data": { "answer": "})]}}]]]]]])]", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": "})]}}]]]]]])]", "fill_length": 13, "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 vali...
{ "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 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 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": 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 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 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...
{ "game_data": { "answer": "))})))))}])])", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": "))})))))}])])", "fill_length": 13, "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 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 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 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 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 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 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 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 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 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 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...
{ "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 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 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 v...
{ "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...
{ "game_data": { "answer": "]]}]}})))]]]}])}}]]])}", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": "]]}]}})))]]]}])}}]]])}", "fill_length": 22, "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 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 vali...
{ "game_data": { "answer": "}}]]})]])]])]", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": "}}]]})]])]])]", "fill_length": 13, "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 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 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 valid s...
{ "game_data": { "answer": ")}})]}]}))]}))]]))])]}]]}]", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": ")}})]}]}))]}))]]))])]}]]}]", "fill_length": 26, "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 valid s...
{ "game_data": { "answer": "])]]]]}]]]))))}]}]]]}}])", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": "])]]]]}]]]))))}]}]]]}}])", "fill_length": 24, "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": 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 seque...
{ "game_data": { "answer": "))})})}))}]}}}})])]}]]])]}", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": "))})})}))}]}}}})])]}]]])]}", "fill_length": 26, "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 vali...
{ "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 val...
{ "game_data": { "answer": "]}]]]}]])]]}))}]]}}))]])", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": "]}]]]}]])]]}))}]]}}))]])", "fill_length": 24, "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 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 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...
{ "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 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 complet...
{ "game_data": { "answer": "]]))})]]]])})", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": "]]))})]]]])})", "fill_length": 13, "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 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 c...
{ "game_data": { "answer": "]}]])))}}]]]]", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": "]}]])))}}]]]]", "fill_length": 13, "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 va...
{ "game_data": { "answer": "]})}]])})]])}))", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": "]})}]])})]])}))", "fill_length": 15, "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": 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 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 valid sequ...
{ "game_data": { "answer": "]}}}}))]])}}})})])))})}]]", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": "]}}}}))]])}}})})])))})}]]", "fill_length": 25, "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 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 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 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 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 complet...
{ "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 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": 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 v...
{ "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...
{ "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 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 sequen...
{ "game_data": { "answer": "])}]]]]]))]))}]", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": "])}]]]]]))]))}]", "fill_length": 15, "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...
{ "game_data": { "answer": "])]])}}}}))}})])]}}]})))", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": "])]])}}}}))}})])]}}]})))", "fill_length": 24, "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...
{ "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": 15, "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 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 ...
{ "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 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 sequence.
{ "game_data": { "answer": "))])]}]}))}])]]])]))", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": "))])]}]}))}])]]])]))", "fill_length": 20, "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 sequence.
{ "game_data": { "answer": "})])}])})]}])]}]]}}]]", "difficulty": 1, "gpt_response": "", "metadata": { "closing_sequence": "})])}])})]}])]}]]}}]]", "fill_length": 21, "full_sequence": "[[{{[[{[([{[({([{([({})])}])})]}])]}]]}}]]", "n_types": 3, "nesting_depth": 0, "q...