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 comple... | {
"game_data": {
"answer": "}}))}]])])]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}}))}]])])]}",
"fill_length": 12,
"full_sequence": "{[[[]({})]([[[[({})][]]]][([[]{}][[{(({{}}))}]])])]}",
"n_types": 3,
"nesting_depth": 0,
"question_... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}[][{([]()[{{([])({{[[{[[[(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid seq... | {
"game_data": {
"answer": ")]]]}]]}})}}])}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]]]}]]}})}}])}]",
"fill_length": 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 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 se... | {
"game_data": {
"answer": ")])))}}]]]]))))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")])))}}]]]]))))",
"fill_length": 15,
"full_sequence": "[]([])(([{}]((([])[[[[{{((([()])))}}]]]]))))",
"n_types": 3,
"nesting_depth": 0,
"question_se... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [][{{(){}[({{{}}{{[[[{[({[[{([{({{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete 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... | {
"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 comp... | {
"game_data": {
"answer": "})})})]))]}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "})})})]))]}]",
"fill_length": 12,
"full_sequence": "({{}})[]{[]}({{}}[](){})[[]{[({})(([({({({})})})]))]}]",
"n_types": 3,
"nesting_depth": 0,
"questio... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ([[]({[[]]}({}())(){}{[[{[[((
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the 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 se... | {
"game_data": {
"answer": "]])]}]]]))}]]}])}}])})]]))})]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]])]}]]]))}]]}])}}])})]]))})]",
"fill_length": 29,
"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 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 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 v... | {
"game_data": {
"answer": ")})}]]}}))))]})))]]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")})}]]}}))))]})))]]]",
"fill_length": 20,
"full_sequence": "({})()([])()[[[(((())({[(((({{[[{({()})}]]}}))))]})))]]]",
"n_types": 3,
"nesting_depth":... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}[]{}[()[(({}[{}{}[()()([[[{{{[{({{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete 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 s... | {
"game_data": {
"answer": "}]})]})}]])}}})]})}]]})])]))}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}]})]})}]])}}})]})}]]})])]))}]",
"fill_length": 30,
"full_sequence": "[{(([([({[[{({[({{{([[{({[({[{}]})]})}]])}}})]})}]]})])]))}]",
"n_types": 3... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}[[]{[{[()][({[]([({[[[[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid 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 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 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 compl... | {
"game_data": {
"answer": ")})})}}}]))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")})})}}}]))",
"fill_length": 11,
"full_sequence": "()[](([{}{{()([][{}])}{[[]]}{[]{{}}{({({()})})}}}]))",
"n_types": 3,
"nesting_depth": 0,
"question_se... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}()()((()){{{}{{({{}[{{}}]{{[([[[(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete 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 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 se... | {
"game_data": {
"answer": "))}}))]}])})]]}]]}}])]])}]))}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))}}))]}])})]]}]]}}])]])}]))}",
"fill_length": 29,
"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": 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 ... | {
"game_data": {
"answer": "}])])])]])]})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}])])])]])]})",
"fill_length": 13,
"full_sequence": "{}({[[]][[][]]([])[{}()(()[{}[([([([{}])])])]])]})",
"n_types": 3,
"nesting_depth": 0,
"question_... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ([]{{({}{})[][]}([]{{{}}}[])({[[{{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete val... | {
"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 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 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 valid seq... | {
"game_data": {
"answer": "))]))]))}}]]})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))]))]))}}]]})",
"fill_length": 14,
"full_sequence": "({[[[{}]{([])[][{}]{(([(([(())]))]))}}]]})",
"n_types": 3,
"nesting_depth": 0,
"question_sequen... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ({{}[{([]){}}{{}}[()((){{}([(({[(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the 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... | {
"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 seq... | {
"game_data": {
"answer": "])])}}]))]]}}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "])])}}]))]]}}]",
"fill_length": 14,
"full_sequence": "[{{{}[{}()[([[()]()]([{{([([])])}}]))]]}}]",
"n_types": 3,
"nesting_depth": 0,
"question_sequen... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [(([{{}}{([[]][]){}}]){}()[])[[(([[]]{({({((
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the 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 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 v... | {
"game_data": {
"answer": "]}}]])]}]}}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}}]])]}]}}]",
"fill_length": 12,
"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 sequence... | {
"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 ... | {
"game_data": {
"answer": "])))}])]})))}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "])))}])]})))}",
"fill_length": 13,
"full_sequence": "[()](){{}}{}[]{((((){{{}}[{{}}([{((([])))}])]})))}",
"n_types": 3,
"nesting_depth": 0,
"question_... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [](({}[[(([]){})(())]](){})[[{({})(({([{([{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the com... | {
"game_data": {
"answer": "}])}])}))}]])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}])}])}))}]])",
"fill_length": 13,
"full_sequence": "[](({}[[(([]){})(())]](){})[[{({})(({([{([{}])}])}))}]])",
"n_types": 3,
"nesting_depth": 0,
"que... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}({()[{}{[]{({({((([[[({(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid seque... | {
"game_data": {
"answer": ")})]]])))})})}}]})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")})]]])))})})}}]})",
"fill_length": 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 valid ... | {
"game_data": {
"answer": ")}})]})}}]}})})}}}}))])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")}})]})}}]}})})}}}}))])",
"fill_length": 23,
"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 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": 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 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... | {
"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... | {
"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 seq... | {
"game_data": {
"answer": ")]]})}]}}})}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]]})}]}}})}",
"fill_length": 12,
"full_sequence": "[]()[[()]{}](()){({{{[{({[[()]]})}]}}})}",
"n_types": 3,
"nesting_depth": 0,
"question_sequence": "... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}{}{()[([[()(()()[[]()][])()]])(({([{[{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the 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 ... | {
"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 comple... | {
"game_data": {
"answer": ")))}]}]]])})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")))}]}]]])})",
"fill_length": 12,
"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": 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 ... | {
"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": 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 v... | {
"game_data": {
"answer": "]])})]})}]}))]]}]]]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]])})]})}]}))]]}]]]]",
"fill_length": 20,
"full_sequence": "[[[[{()[[(({()[]})(([][]){[{({[({([[]])})]})}]}))]]}]]]]",
"n_types": 3,
"nesting_depth":... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {{[]}(([]){}([([[(({([[[{(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid seque... | {
"game_data": {
"answer": ")}]]])}))]])]))}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")}]]])}))]])]))}",
"fill_length": 16,
"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 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 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 complete valid se... | {
"game_data": {
"answer": "]))]))]}]}]))})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]))]))]}]}]))})",
"fill_length": 15,
"full_sequence": "((){(([{{}}{[[][][]{}{[(([(([]))]))]}]}]))})",
"n_types": 3,
"nesting_depth": 0,
"question_se... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: (()){}[{}[([{{}{}(){{}}[][{{}{[{(([(([
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete... | {
"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 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 comple... | {
"game_data": {
"answer": "]]]))])})]]}}]])]]])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]]))])})]]}}]])]]])",
"fill_length": 20,
"full_sequence": "[]([[{}[([[[]({[[{}]]}{})(){{[[({([(([[[]]]))])})]]}}]])]]])",
"n_types": 3,
"nesting_dep... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [[[{{{{{[([[{([[{[({{[[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequence... | {
"game_data": {
"answer": "]]}})]}]])}]])]}}}}}]]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]}})]}]])}]])]}}}}}]]]",
"fill_length": 23,
"full_sequence": "[[[{{{{{[([[{([[{[({{[[]]}})]}]])}]])]}}}}}]]]",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [[[]]{{{{()[([((){{}[({({((([{{([[{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete 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... | {
"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 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 valid se... | {
"game_data": {
"answer": "))))))}}]]})]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))))))}}]]})]",
"fill_length": 13,
"full_sequence": "({})[({[[][{}[[]]{}{}{{(((((())))))}}]]})]",
"n_types": 3,
"nesting_depth": 0,
"question_sequence... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {()}{{}{()}{}[[{}{([[{[][[[{[[([[[({[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete ... | {
"game_data": {
"answer": "]})]]])]]}]]]}]])}]]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]})]]])]]}]]]}]])}]]}",
"fill_length": 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 sequence. | {
"game_data": {
"answer": ")]])]]]]}]]}}}]]}}))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]])]]]]}]]}}}]]}}))",
"fill_length": 20,
"full_sequence": "(({{[[(){{{[[{[[[[([[()]])]]]]}]]}}}]]}}))",
"n_types": 3,
"nesting_depth": 0,
"que... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ({[{((([[()[{([([(({({[([([[{(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid s... | {
"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 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 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 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 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... | {
"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... | {
"game_data": {
"answer": ")))}])))})}}}}}}]}}]]}]})]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")))}])))})}}}}}}]}}]]}]})]",
"fill_length": 26,
"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 ... | {
"game_data": {
"answer": "})]))]}]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "})]))]}]]",
"fill_length": 9,
"full_sequence": "[((({})[{[]}(){[]}]))[]{()}[{[()(([({})]))]}]]",
"n_types": 3,
"nesting_depth": 0,
"question_sequence": "[... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}([([{[]}][][]){}][(){}])[[[]{{({((
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete v... | {
"game_data": {
"answer": "))})}}]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))})}}]]",
"fill_length": 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 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 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 ... | {
"game_data": {
"answer": "}))])])]]]]]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}))])])]]]]]}",
"fill_length": 13,
"full_sequence": "[]{}[{}][]{[()[[[[{}][[]()[][]([([(({}))])])]]]]]}",
"n_types": 3,
"nesting_depth": 0,
"question_... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ({[[]][]})[([]){()[](()((({}{}()())([({[[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the compl... | {
"game_data": {
"answer": "]]})]))))}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]})]))))}]",
"fill_length": 11,
"full_sequence": "({[[]][]})[([]){()[](()((({}{}()())([({[[]]})]))))}]",
"n_types": 3,
"nesting_depth": 0,
"question_se... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {[([[[]({[([({{[[{[({[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequence. | {
"game_data": {
"answer": "]})]}]]}})])]})]])]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]})]}]]}})])]})]])]}",
"fill_length": 20,
"full_sequence": "{[([[[]({[([({{[[{[({[]})]}]]}})])]})]])]}",
"n_types": 3,
"nesting_depth": 0,
"que... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ({}([{({}([{()}])[[]{}](({([({(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid ... | {
"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 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 comple... | {
"game_data": {
"answer": "]]))))})]]}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]))))})]]}}",
"fill_length": 12,
"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": 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 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 ... | {
"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 ... | {
"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 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 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 seque... | {
"game_data": {
"answer": "))))]}})]}))}}]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))))]}})]}))}}]]",
"fill_length": 16,
"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 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 va... | {
"game_data": {
"answer": "])})})])})]])]]))]))]})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "])})})])})]])]]))]))]})",
"fill_length": 23,
"full_sequence": "()({[(([][({[][]}([[[]([[({([({({([])})})])})]])]]))]))]})",
"n_types": 3,
"nesting... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ([([({[{{([[([({([({
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid 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 ... | {
"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": 18,
"full_sequence": "{}[](({{(){[()](({}[{}({{}})([{[({{[([])]}})]}])]))}}}))",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [{}{[[(((([])((({{{[[{{[{{{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequ... | {
"game_data": {
"answer": "}}}]}}]]}}}))))))]]}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}}}]}}]]}}}))))))]]}]",
"fill_length": 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": 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 compl... | {
"game_data": {
"answer": "]])]}]])})}]}))}}})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]])]}]])})}]}))}}})",
"fill_length": 19,
"full_sequence": "{}[]{}{{}}()([]{{[][][]{(({[(){({([[{[([[]])]}]])})}]}))}}})",
"n_types": 3,
"nesting_depth... |
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