env string | prompt string | extra dict |
|---|---|---|
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {[{[(([()][[]{}[][]((()){[({(([[(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete vali... | {
"game_data": {
"answer": ")]]))})]})]))]}]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]]))})]})]))]}]}",
"fill_length": 17,
"full_sequence": "{[{[(([()][[]{}[][]((()){[({(([[()]]))})]})]))]}]}",
"n_types": 3,
"nesting_depth": 0,
"q... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [][][{}](({({})}))([{([[{}[]{[{[({[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete va... | {
"game_data": {
"answer": "]})]}]}]])}])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]})]}]}]])}])",
"fill_length": 13,
"full_sequence": "[][][{}](({({})}))([{([[{}[]{[{[({[]})]}]}]])}])",
"n_types": 3,
"nesting_depth": 0,
"question_se... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {([({{({{[{(()[{({{[([{{{[[[[(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete 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 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 valid s... | {
"game_data": {
"answer": ")]}]]}])}]])}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]}]]}])}]])}}",
"fill_length": 14,
"full_sequence": "[()](){}{{({}[()[{{}}{([{[[{[()]}]]}])}]])}}",
"n_types": 3,
"nesting_depth": 0,
"question_sequ... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [{[{()[]{[((){({[({({({[({[{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid seq... | {
"game_data": {
"answer": "}]})]})})})]})})]}}]}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}]})]})})})]})})]}}]}]",
"fill_length": 22,
"full_sequence": "[{[{()[]{[((){({[({({({[({[{}]})]})})})]})})]}}]}]",
"n_types": 3,
"nesting_depth": 0... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {[[]]}({})()[][]({}{}[{}([[{(([((
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete vali... | {
"game_data": {
"answer": "))]))}]])])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))]))}]])])",
"fill_length": 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 sequ... | {
"game_data": {
"answer": ")]))}}]}})}})]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]))}}]}})}})]]",
"fill_length": 15,
"full_sequence": "[(())]{}[[({{((){[]{[{{(([()]))}}]}})}})]]",
"n_types": 3,
"nesting_depth": 0,
"question_sequ... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [[([(({[]({[]{}}())({{((((((
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete 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": 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 val... | {
"game_data": {
"answer": "}))}}))}}]]]]}})]]))])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}))}}))}}]]]]}})]]))])",
"fill_length": 22,
"full_sequence": "([][([][]([[[]({{}{()[[[[{{(({{(({}))}}))}}]]]]}})]]))])",
"n_types": 3,
"nesting_dep... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [{[()({[[]]{([][[([[{{{[[[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the 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 v... | {
"game_data": {
"answer": "]]]))]})))",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]]))]})))",
"fill_length": 10,
"full_sequence": "[][][](({()}{}{[[{}]]()[]}({{}[(([[[]]]))]})))",
"n_types": 3,
"nesting_depth": 0,
"question_sequence":... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ([])()[][[][][]{}[]]{[({}({(({(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid ... | {
"game_data": {
"answer": ")}))}))]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")}))}))]}",
"fill_length": 9,
"full_sequence": "([])()[][[][][]{}[]]{[({}({(({()}))}))]}",
"n_types": 3,
"nesting_depth": 0,
"question_sequence": "([])()[... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: []{}[]{[{}{{()}}[([]{})][([({{{{{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete vali... | {
"game_data": {
"answer": "}}}}})])]]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}}}}})])]]}",
"fill_length": 11,
"full_sequence": "[]{}[]{[{}{{()}}[([]{})][([({{{{{}}}}})])]]}",
"n_types": 3,
"nesting_depth": 0,
"question_sequence":... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {{}({})()}(()){}[[([[]]{{}{[(({((({([((
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complet... | {
"game_data": {
"answer": "))])})))}))]}})]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "))])})))}))]}})]]",
"fill_length": 17,
"full_sequence": "{{}({})()}(()){}[[([[]]{{}{[(({((({([(())])})))}))]}})]]",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ()(((()([(){}{([({{{({{{[([[[(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid s... | {
"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 seq... | {
"game_data": {
"answer": "}}))}]))]])}]))]}]}))]]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}}))}]))]])}]))]}]}))]]}",
"fill_length": 24,
"full_sequence": "[]{[[[](({[{[(([{([[(([{(({{}}))}]))]])}]))]}]}))]]}",
"n_types": 3,
"nesting_dep... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}(([]{{([])}}))[[({(([{{({(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid seq... | {
"game_data": {
"answer": ")})}}]))})]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")})}}]))})]]",
"fill_length": 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 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": 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 sequ... | {
"game_data": {
"answer": "}]}}}}]])])})]}}})})}}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}]}}}}]])])})]}}})})}}]",
"fill_length": 23,
"full_sequence": "()[{{({({{{()[({([([[{{{{[{}]}}}}]])])})]}}})})}}]",
"n_types": 3,
"nesting_depth":... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: (()){}[{[{{}([][]()[{}[{}({[(({(([
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete 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": 28,
"full_sequence": "[]{(([[(){([((([({{{([({[[({[([[]])]})]]})])}}})])))])}]]))}",
"n_types": 3,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [][[](()(()())){[[]]}][]({({[[{[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid... | {
"game_data": {
"answer": "]}]]})})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}]]})})",
"fill_length": 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 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... | {
"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 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 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 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 sequenc... | {
"game_data": {
"answer": "}))}}}}))))}}]]])}]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}))}}}}))))}}]]])}]]",
"fill_length": 20,
"full_sequence": "[{}[{(()[[[{{(((({{{{(({}))}}}}))))}}]]])}]]",
"n_types": 3,
"nesting_depth": 0,
"q... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [{{}}(({}{{{{(({[({((([
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete 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... | {
"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 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 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": 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 valid ... | {
"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... | {
"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 sequenc... | {
"game_data": {
"answer": ")}]}}]}})]}])}}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")}]}}]}})]}])}}}",
"fill_length": 16,
"full_sequence": "{}(){{{([{[[[]]({{[{{[{()}]}}]}})]}])}}}",
"n_types": 3,
"nesting_depth": 0,
"question_sequ... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [[[[]([(((()()[[{}{}(){({[[{((({{(({
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete v... | {
"game_data": {
"answer": "}))}})))}]]})}]])))])]]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}))}})))}]]})}]])))])]]]",
"fill_length": 24,
"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 sequen... | {
"game_data": {
"answer": "}]}])}]]]))]))))}}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}]}])}]]]))]))))}}}",
"fill_length": 19,
"full_sequence": "{{{}{[]()(((([(([[[{([{[{}]}])}]]]))]))))}}}",
"n_types": 3,
"nesting_depth": 0,
"que... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [()({({({[{[[({(((({{({{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequenc... | {
"game_data": {
"answer": "}})}}))))})]]}]})})})]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}})}}))))})]]}]})})})]",
"fill_length": 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 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 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 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... | {
"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 valid ... | {
"game_data": {
"answer": "}})})])]}]]})}]})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}})})])]}]]})}]})",
"fill_length": 17,
"full_sequence": "[{}]()({[{({}{[(([]))[{[([({({{}})})])]}]]})}]})",
"n_types": 3,
"nesting_depth": 0,
"que... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ((){[([][])]{{}[{()()([[[({[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid seq... | {
"game_data": {
"answer": "]})]]])}]}})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]})]]])}]}})",
"fill_length": 12,
"full_sequence": "((){[([][])]{{}[{()()([[[({[]})]]])}]}})",
"n_types": 3,
"nesting_depth": 0,
"question_sequence": "... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}[{{[]()[]}{}{({[[([[{{({{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequ... | {
"game_data": {
"answer": "}})}}]])]]})}}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}})}}]])]]})}}]",
"fill_length": 15,
"full_sequence": "{}[{{[]()[]}{}{({[[([[{{({{}})}}]])]]})}}]",
"n_types": 3,
"nesting_depth": 0,
"question_sequ... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: (([{}[[[[[({{{({[[{((
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete 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... | {
"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 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 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... | {
"game_data": {
"answer": ")})]])})]}]})]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")})]])})]}]})]",
"fill_length": 14,
"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 ... | {
"game_data": {
"answer": "]}}]}}]}]}))])]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}}]}}]}]}))])]",
"fill_length": 15,
"full_sequence": "([])[(()[(({()([()]())[{[{{[{{[]}}]}}]}]}))])]",
"n_types": 3,
"nesting_depth": 0,
"question_... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}{([[[({}({{()[[{}][{[(([[([([([((
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete 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 va... | {
"game_data": {
"answer": "]}]]]))}]]}}]]])]}})}))])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}]]]))}]]}}]]])]}})}))])",
"fill_length": 25,
"full_sequence": "([{}(({}{({{{}[[]([[{}[{{[[{(([[[{[]}]]]))}]]}}]]])]}})}))])",
"n_types": 3,
"n... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [][]({}){{}{}({{{}()}}[]((([{({[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid... | {
"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 complet... | {
"game_data": {
"answer": ")]}}]))))])}])))}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]}}]))))])}])))}",
"fill_length": 17,
"full_sequence": "{[{[]}({[]})]}{(({}({[]}[[]{([(((([{{[()]}}]))))])}])))}",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}[[]{}]([][([([]({([(({{{{([{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid s... | {
"game_data": {
"answer": "}])}}}}))])}))])])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}])}}}}))])}))])])",
"fill_length": 18,
"full_sequence": "{}[[]{}]([][([([]({([(({{{{([{}])}}}}))])}))])])",
"n_types": 3,
"nesting_depth": 0,
"q... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [[{[[]({(){{[][({})]}}}{})]}]{[][({{{({[[[[[[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the c... | {
"game_data": {
"answer": "]]]]]]})}}})]}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]]]]]})}}})]}]",
"fill_length": 15,
"full_sequence": "[[{[[]({(){{[][({})]}}}{})]}]{[][({{{({[[[[[[]]]]]]})}}})]}]",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ()[][{[[[]]][{()[{()}([])]{{}[[][]]({[((([({[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the c... | {
"game_data": {
"answer": "]})])))]})}}]}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]})])))]})}}]}]",
"fill_length": 15,
"full_sequence": "()[][{[[[]]][{()[{()}([])]{{}[[][]]({[((([({[]})])))]})}}]}]",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}{[[{(([[(([{([[[([[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the 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 v... | {
"game_data": {
"answer": ")]]]]]}]})]]}]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")]]]]]}]})]]}]",
"fill_length": 14,
"full_sequence": "(()){}[][{[{}[{[]{}()}({{}()[{[[[[[()]]]]]}]})]]}]",
"n_types": 3,
"nesting_depth": 0,
"questio... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [[()({([{[]}[{}]]({}))}[{()[{{[{{[[[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete v... | {
"game_data": {
"answer": "]]]}}]}}]}])]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]]}}]}}]}])]]",
"fill_length": 14,
"full_sequence": "[[()({([{[]}[{}]]({}))}[{()[{{[{{[[[]]]}}]}}]}])]]",
"n_types": 3,
"nesting_depth": 0,
"questio... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {[()[{([]{})()[[][{}]([{({([{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid 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 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 compl... | {
"game_data": {
"answer": ")])]}))})))}]}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")])]}))})))}]}}",
"fill_length": 15,
"full_sequence": "{}(){{{}[{([{[]{}{}()()}][](()({}{(({[([()])]}))})))}]}}",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {([[([])][]][{[{[]}]{{}[[][]]{{}[]()}{[{[[[[[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the 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 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 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 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": 20,
"full_sequence": "()(({[{[]}[][{{({(){{[([(([{[()]}]))])]}}})}}]]}))",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {({({}([(){}[][{{}()}{}]()]{[{([[{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete val... | {
"game_data": {
"answer": "}]])}]}))})}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}]])}]}))})}",
"fill_length": 12,
"full_sequence": "{({({}([(){}[][{{}()}{}]()]{[{([[{}]])}]}))})}",
"n_types": 3,
"nesting_depth": 0,
"question_sequen... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ({({[{{{([{{}()[{(([[[({(({{[[({
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid... | {
"game_data": {
"answer": "})]]}}))})]]]))}]}])}}}]})})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "})]]}}))})]]]))}]}])}}}]})})",
"fill_length": 28,
"full_sequence": "({({[{{{([{{}()[{(([[[({(({{[[({})]]}}))})]]]))}]}])}}}]})})",
"n_types": 3,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: [{}[{}{[[{}()[]]]()[[[([])][]]]{(()([[({({
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the comp... | {
"game_data": {
"answer": "})})]]))}}]]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "})})]]))}}]]",
"fill_length": 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 sequence. | {
"game_data": {
"answer": "}}})]]}})))}}}})]]]])]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}}})]]}})))}}}})]]]])]",
"fill_length": 22,
"full_sequence": "[([[[[({{{{((({{[[({{{}}})]]}})))}}}})]]]])]",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {[]}{(())}[[{()({(([[[{{{[[{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete 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 val... | {
"game_data": {
"answer": "]}]))]]])}]}})}]]]}])]",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}]))]]])}]}})}]]]}])]",
"fill_length": 22,
"full_sequence": "{()()}[][([{[[[()[]{({{[{([[[(([{[]}]))]]])}]}})}]]]}])]",
"n_types": 3,
"nesting_dep... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {(([])){}{({{(){}}}{[]}((()[])[{[[{([([([[[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the com... | {
"game_data": {
"answer": "]]])])])}]]}]))}}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]]])])])}]]}]))}}",
"fill_length": 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": 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": 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... | {
"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... | {
"game_data": {
"answer": "])]]]]]]))})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "])]]]]]]))})",
"fill_length": 12,
"full_sequence": "()([()]{}({{}}{{}{}()}){(({{}}[[[[[[([])]]]]]]))})",
"n_types": 3,
"nesting_depth": 0,
"question_se... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {}{{}()([(()[](({{}}[]))()[[{([
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid ... | {
"game_data": {
"answer": "])}]])])}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "])}]])])}",
"fill_length": 9,
"full_sequence": "{}{{}()([(()[](({{}}[]))()[[{([])}]])])}",
"n_types": 3,
"nesting_depth": 0,
"question_sequence": "{}{{}()... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ({})([]{})()({{[]({{{[]}}()}[[[{([
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete val... | {
"game_data": {
"answer": "])}]]])}})",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "])}]]])}})",
"fill_length": 10,
"full_sequence": "({})([]{})()({{[]({{{[]}}()}[[[{([])}]]])}})",
"n_types": 3,
"nesting_depth": 0,
"question_sequence": "... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ([()([((){[{(({{[[{([{(
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequence... | {
"game_data": {
"answer": ")}])}]]}}))}]})])])",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": ")}])}]]}}))}]})])])",
"fill_length": 19,
"full_sequence": "([()([((){[{(({{[[{([{()}])}]]}}))}]})])])",
"n_types": 3,
"nesting_depth": 0,
"quest... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {[][](({((({{([][[]([((([{[([([[
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid... | {
"game_data": {
"answer": "]])])]}])))])])}})))}))}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]])])]}])))])])}})))}))}",
"fill_length": 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 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... | {
"game_data": {
"answer": "]}}])]}]]})])))])}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "]}}])]}]]})])))])}",
"fill_length": 18,
"full_sequence": "[]{}{([({(){}{}{}}(([({[[{[([{{[]}}])]}]]})])))])}",
"n_types": 3,
"nesting_depth": 0,
... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: {[({[[(([([[(({{{[[{
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid sequence. | {
"game_data": {
"answer": "}]]}}}))]])]))]]})]}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}]]}}}))]])]))]]})]}",
"fill_length": 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": 13,
"full_sequence": "([[]])([[{()([[]]){}[]{}}{[{}[({({[{{}}]})})]]}]])",
"n_types": 3,
"nesting_depth": 0,
"question_... |
logic-v2 | Complete the following Dyck language sequence by adding the minimal necessary closing brackets.
Sequence: ()[[]][[({[({((([[((({([
Rules:
- Add only the closing brackets needed to match all unmatched opening brackets
- Do not add any extra bracket pairs beyond what is required
Provide only the complete valid 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 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": 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 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 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 complete vali... | {
"game_data": {
"answer": "}])])]}]])))}]))})])})})}",
"difficulty": 1,
"gpt_response": "",
"metadata": {
"closing_sequence": "}])])]}]])))}]))})])})})}",
"fill_length": 25,
"full_sequence": "{({({}[]{([({()(([[]{((([[{[([([{}])])]}]])))}]))})])})})}",
"n_types": 3,
"nes... |
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