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{"candidate_choices":[{"description":"different vertex count","is_correct":false,"label":"A","side_count":4,"vertices":[[61.0034,404.0135],[81.2041,427.6168],[57.8765,446.2324],[38.8295,424.4783]]},{"description":"different vertex count","is_correct":false,"label":"B","side_count":5,"vertices":[[174.5507,405.7937],[198.8595,414.9607],[194.5799,441.8729],[168.2375,446.3006],[154.827,422.7387]]},{"description":"same side count but different proportions","is_correct":false,"label":"C","side_count":6,"vertices":[[293.7397,404.1588],[313.8135,412.6856],[316.6999,433.9418],[299.8415,446.6654],[279.7824,439.4356],[276.4083,417.8011]]},{"description":"scaled copy of the embedded target","is_correct":true,"label":"D","side_count":6,"vertices":[[436.8839,428.5197],[422.7454,442.9496],[403.8039,442.6562],[394.9321,424.7105],[407.1331,409.1797],[428.2516,407.9842]]}],"canvas_size":[475,475],"correct_answer_choice":"D","dataset_version":"embedded-figures-5.0.0","difficulty_score":0.85,"distractor_choices_info":{"A":"different vertex count","B":"different vertex count","C":"same side count but different proportions"},"id":"embedded_figure_0088","image_path":"images/embedded_figure_0088.png","num_distractor_segments":8,"num_total_segments":14,"questions":[{"answer_format":"numeric","difficulty_level":1,"ground_truth":"14","question_id":"embedded_figure_0088_q1","question_text":"How many straight line segments make up this complex figure in total?","question_type":"total_segments"},{"answer_format":"numeric","difficulty_level":2,"ground_truth":"6","question_id":"embedded_figure_0088_q2","question_text":"How many sides does the hidden target shape have (visible in the answer choices below)?","question_type":"target_side_count"},{"answer_format":"letter","difficulty_level":3,"ground_truth":"D","question_id":"embedded_figure_0088_q3","question_text":"Which of the four candidate shapes (A, B, C, D) is actually hidden within the complex figure above? Answer with the letter.","question_type":"embedded_choice"},{"answer_format":"numeric","difficulty_level":4,"ground_truth":"8","question_id":"embedded_figure_0088_q4","question_text":"How many shown segments are distractors rather than edges of the embedded target?","question_type":"distractor_segment_count"},{"answer_format":"choice","difficulty_level":5,"ground_truth":"closed","question_id":"embedded_figure_0088_q5","question_text":"If you removed all distractor lines and kept only the target shape's edges, would the remaining figure be a closed polygon or an open/broken shape?","question_type":"target_closure"}],"same_side_foil_exists":true,"seed":88,"segments":[[[325.6443,179.92],[283.0718,223.3698]],[[283.0718,223.3698],[226.0369,222.4863]],[[226.0369,222.4863],[199.3231,168.4499]],[[199.3231,168.4499],[236.0616,121.6852]],[[236.0616,121.6852],[299.6516,118.0855]],[[299.6516,118.0855],[325.6443,179.92]],[[325.6443,179.92],[86.9177,79.9959]],[[283.0718,223.3698],[199.8739,228.9486]],[[226.0369,222.4863],[86.4462,77.1508]],[[199.3231,168.4499],[222.5986,286.4]],[[236.0616,121.6852],[53.2758,298.7594]],[[299.6516,118.0855],[131.6846,291.7062]],[[283.0718,223.3698],[102.0513,32.4874]],[[291.3617,170.7276],[426.9104,263.1549]]],"target_edges":[[[325.6443,179.92],[283.0718,223.3698]],[[283.0718,223.3698],[226.0369,222.4863]],[[226.0369,222.4863],[199.3231,168.4499]],[[199.3231,168.4499],[236.0616,121.6852]],[[236.0616,121.6852],[299.6516,118.0855]],[[299.6516,118.0855],[325.6443,179.92]]],"target_shape_type":"hexagon","target_vertices":[[325.6443,179.92],[283.0718,223.3698],[226.0369,222.4863],[199.3231,168.4499],[236.0616,121.6852],[299.6516,118.0855]]}
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{"candidate_choices":[{"description":"different vertex count","is_correct":false,"label":"A","side_count":4,"vertices":[[59.5057,420.0214],[84.612,440.0236],[63.308,464.7271],[40.9002,443.7414]]},{"description":"different vertex count","is_correct":false,"label":"B","side_count":5,"vertices":[[187.6816,419.461],[205.6733,438.5744],[194.4111,462.159],[168.0286,458.1149],[165.1234,432.3319]]},{"description":"same side count but different proportions","is_correct":false,"label":"C","side_count":6,"vertices":[[305.6448,418.2738],[326.8675,429.0325],[327.2961,452.4194],[308.0324,464.3224],[288.1358,454.1546],[287.525,432.1271]]},{"description":"scaled copy of the embedded target","is_correct":true,"label":"D","side_count":6,"vertices":[[448.7934,433.5144],[446.1726,455.0086],[426.8714,462.1221],[411.958,450.1728],[412.9088,431.1363],[431.0457,420.0459]]}],"canvas_size":[491,491],"correct_answer_choice":"D","dataset_version":"embedded-figures-5.0.0","difficulty_score":0.85,"distractor_choices_info":{"A":"different vertex count","B":"different vertex count","C":"same side count but different proportions"},"id":"embedded_figure_0196","image_path":"images/embedded_figure_0196.png","num_distractor_segments":8,"num_total_segments":14,"questions":[{"answer_format":"numeric","difficulty_level":1,"ground_truth":"14","question_id":"embedded_figure_0196_q1","question_text":"How many straight line segments make up this complex figure in total?","question_type":"total_segments"},{"answer_format":"numeric","difficulty_level":2,"ground_truth":"6","question_id":"embedded_figure_0196_q2","question_text":"How many sides does the hidden target shape have (visible in the answer choices below)?","question_type":"target_side_count"},{"answer_format":"letter","difficulty_level":3,"ground_truth":"D","question_id":"embedded_figure_0196_q3","question_text":"Which of the four candidate shapes (A, B, C, D) is actually hidden within the complex figure above? Answer with the letter.","question_type":"embedded_choice"},{"answer_format":"numeric","difficulty_level":4,"ground_truth":"8","question_id":"embedded_figure_0196_q4","question_text":"How many shown segments are distractors rather than edges of the embedded target?","question_type":"distractor_segment_count"},{"answer_format":"choice","difficulty_level":5,"ground_truth":"closed","question_id":"embedded_figure_0196_q5","question_text":"If you removed all distractor lines and kept only the target shape's edges, would the remaining figure be a closed polygon or an open/broken shape?","question_type":"target_closure"}],"same_side_foil_exists":true,"seed":196,"segments":[[[302.7369,159.6294],[295.2762,220.8175]],[[295.2762,220.8175],[240.331,241.0677]],[[240.331,241.0677],[197.8766,207.0514]],[[197.8766,207.0514],[200.5831,152.8596]],[[200.5831,152.8596],[252.214,121.2885]],[[252.214,121.2885],[302.7369,159.6294]],[[302.7369,159.6294],[148.7148,60.4115]],[[295.2762,220.8175],[88.1049,119.9075]],[[240.331,241.0677],[147.5369,288.817]],[[197.8766,207.0514],[277.3341,47.2469]],[[200.5831,152.8596],[342.9059,198.0042]],[[252.214,121.2885],[238.6849,210.5251]],[[240.331,241.0677],[102.4953,235.3844]],[[199.2298,179.9555],[340.4693,143.3085]]],"target_edges":[[[302.7369,159.6294],[295.2762,220.8175]],[[295.2762,220.8175],[240.331,241.0677]],[[240.331,241.0677],[197.8766,207.0514]],[[197.8766,207.0514],[200.5831,152.8596]],[[200.5831,152.8596],[252.214,121.2885]],[[252.214,121.2885],[302.7369,159.6294]]],"target_shape_type":"hexagon","target_vertices":[[302.7369,159.6294],[295.2762,220.8175],[240.331,241.0677],[197.8766,207.0514],[200.5831,152.8596],[252.214,121.2885]]}
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{"candidate_choices":[{"description":"different vertex count","is_correct":false,"label":"A","side_count":3,"vertices":[[58.1607,414.6029],[81.012,444.835],[41.6398,450.0842]]},{"description":"different vertex count","is_correct":false,"label":"B","side_count":4,"vertices":[[178.2788,415.7728],[205.1405,431.8637],[185.8399,458.3012],[161.9536,439.5418]]},{"description":"same side count but different proportions","is_correct":false,"label":"C","side_count":6,"vertices":[[299.4296,412.5485],[318.822,423.3094],[325.188,444.4892],[306.7,458.6874],[287.1801,448.8911],[283.5264,428.459]]},{"description":"scaled copy of the embedded target","is_correct":true,"label":"D","side_count":6,"vertices":[[402.9405,436.2226],[414.3166,418.1345],[434.1071,419.2805],[442.8256,435.4831],[436.2377,454.5277],[415.8225,452.3516]]}],"canvas_size":[485,485],"correct_answer_choice":"D","dataset_version":"embedded-figures-5.0.0","difficulty_score":0.815,"distractor_choices_info":{"A":"different vertex count","B":"different vertex count","C":"same side count but different proportions"},"id":"embedded_figure_1988","image_path":"images/embedded_figure_1988.png","num_distractor_segments":7,"num_total_segments":13,"questions":[{"answer_format":"numeric","difficulty_level":1,"ground_truth":"13","question_id":"embedded_figure_1988_q1","question_text":"How many straight line segments make up this complex figure in total?","question_type":"total_segments"},{"answer_format":"numeric","difficulty_level":2,"ground_truth":"6","question_id":"embedded_figure_1988_q2","question_text":"How many sides does the hidden target shape have (visible in the answer choices below)?","question_type":"target_side_count"},{"answer_format":"letter","difficulty_level":3,"ground_truth":"D","question_id":"embedded_figure_1988_q3","question_text":"Which of the four candidate shapes (A, B, C, D) is actually hidden within the complex figure above? Answer with the letter.","question_type":"embedded_choice"},{"answer_format":"yes_no","difficulty_level":4,"ground_truth":"yes","question_id":"embedded_figure_1988_q4","question_text":"One of the 3 incorrect answer choices may share the same number of sides as the correct target shape. Does such a choice exist among the 4 options? Answer yes or no.","question_type":"same_side_foil_exists"},{"answer_format":"choice","difficulty_level":5,"ground_truth":"open","question_id":"embedded_figure_1988_q5","question_text":"If exactly one edge of the embedded target polygon were removed while all other target edges stayed, would the target be closed or open?","question_type":"remove_target_edge_closure"}],"same_side_foil_exists":true,"seed":1988,"segments":[[[158.8816,185.4724],[192.6756,131.7396]],[[192.6756,131.7396],[251.4656,135.144]],[[251.4656,135.144],[277.365,183.2755]],[[277.365,183.2755],[257.7948,239.8499]],[[257.7948,239.8499],[197.149,233.3855]],[[197.149,233.3855],[158.8816,185.4724]],[[158.8816,185.4724],[369.2501,63.4836]],[[192.6756,131.7396],[344.3703,214.535]],[[251.4656,135.144],[111.4797,61.5539]],[[277.365,183.2755],[442.3564,287.2964]],[[257.7948,239.8499],[209.7346,87.9922]],[[197.149,233.3855],[268.5002,304.9866]],[[197.149,233.3855],[389.1789,256.3763]]],"target_edges":[[[158.8816,185.4724],[192.6756,131.7396]],[[192.6756,131.7396],[251.4656,135.144]],[[251.4656,135.144],[277.365,183.2755]],[[277.365,183.2755],[257.7948,239.8499]],[[257.7948,239.8499],[197.149,233.3855]],[[197.149,233.3855],[158.8816,185.4724]]],"target_shape_type":"hexagon","target_vertices":[[158.8816,185.4724],[192.6756,131.7396],[251.4656,135.144],[277.365,183.2755],[257.7948,239.8499],[197.149,233.3855]]}
{"candidate_choices":[{"description":"scaled copy of the embedded target","is_correct":true,"label":"A","side_count":3,"vertices":[[41.4651,430.5875],[76.1839,421.7521],[64.601,458.6603]]},{"description":"different vertex count","is_correct":false,"label":"B","side_count":4,"vertices":[[180.5936,413.5164],[205.0003,435.3954],[183.7618,458.4334],[158.633,438.6658]]},{"description":"different vertex count","is_correct":false,"label":"C","side_count":5,"vertices":[[301.4809,416.2342],[322.0317,428.77],[317.7078,452.3739],[293.3934,455.11],[281.8358,432.4363]]},{"description":"different vertex count","is_correct":false,"label":"D","side_count":6,"vertices":[[423.2704,414.2449],[442.2198,425.1299],[446.3824,446.8668],[427.2489,459.9771],[408.3764,448.8027],[405.7863,427.9124]]}],"canvas_size":[486,486],"correct_answer_choice":"A","dataset_version":"embedded-figures-5.0.0","difficulty_score":0.435,"distractor_choices_info":{"B":"different vertex count","C":"different vertex count","D":"different vertex count"},"id":"embedded_figure_1989","image_path":"images/embedded_figure_1989.png","num_distractor_segments":6,"num_total_segments":9,"questions":[{"answer_format":"numeric","difficulty_level":1,"ground_truth":"9","question_id":"embedded_figure_1989_q1","question_text":"How many straight line segments make up this complex figure in total?","question_type":"total_segments"},{"answer_format":"numeric","difficulty_level":2,"ground_truth":"3","question_id":"embedded_figure_1989_q2","question_text":"How many sides does the hidden target shape have (visible in the answer choices below)?","question_type":"target_side_count"},{"answer_format":"letter","difficulty_level":3,"ground_truth":"A","question_id":"embedded_figure_1989_q3","question_text":"Which of the four candidate shapes (A, B, C, D) is actually hidden within the complex figure above? Answer with the letter.","question_type":"embedded_choice"},{"answer_format":"numeric","difficulty_level":4,"ground_truth":"6","question_id":"embedded_figure_1989_q4","question_text":"How many of the total line segments in the complex figure are NOT part of the hidden target shape (i.e. are distractor lines)?","question_type":"distractor_segment_count"},{"answer_format":"choice","difficulty_level":5,"ground_truth":"open","question_id":"embedded_figure_1989_q5","question_text":"If exactly one edge of the embedded target polygon were removed while all other target edges stayed, would the target be closed or open?","question_type":"remove_target_edge_closure"}],"same_side_foil_exists":false,"seed":1989,"segments":[[[159.6848,144.2463],[286.7426,111.912]],[[286.7426,111.912],[244.3535,246.9822]],[[244.3535,246.9822],[159.6848,144.2463]],[[159.6848,144.2463],[159.717,64.3831]],[[286.7426,111.912],[318.0978,250.2264]],[[244.3535,246.9822],[335.5726,66.892]],[[244.3535,246.9822],[402.0961,302.5395]],[[286.7426,111.912],[88.0007,131.0248]],[[239.9439,128.3149],[438.2147,75.7682]]],"target_edges":[[[159.6848,144.2463],[286.7426,111.912]],[[286.7426,111.912],[244.3535,246.9822]],[[244.3535,246.9822],[159.6848,144.2463]]],"target_shape_type":"triangle","target_vertices":[[159.6848,144.2463],[286.7426,111.912],[244.3535,246.9822]]}
{"candidate_choices":[{"description":"different vertex count","is_correct":false,"label":"A","side_count":6,"vertices":[[53.6814,378.232],[73.8182,388.0302],[75.2666,409.2937],[58.5224,421.1424],[37.6663,414.7195],[35.2721,391.851]]},{"description":"scaled copy of the embedded target","is_correct":true,"label":"B","side_count":4,"vertices":[[179.7665,383.2177],[186.2425,411.9121],[156.1127,419.0083],[152.8783,389.8619]]},{"description":"different vertex count","is_correct":false,"label":"C","side_count":3,"vertices":[[283.939,379.9382],[299.1387,414.6156],[262.0373,409.0464]]},{"description":"same side count but different proportions","is_correct":false,"label":"D","side_count":4,"vertices":[[392.6732,379.2951],[416.052,399.8936],[394.915,424.4822],[372.2283,402.0677]]}],"canvas_size":[450,450],"correct_answer_choice":"B","dataset_version":"embedded-figures-5.0.0","difficulty_score":0.77,"distractor_choices_info":{"A":"different vertex count","C":"different vertex count","D":"same side count but different proportions"},"id":"embedded_figure_1990","image_path":"images/embedded_figure_1990.png","num_distractor_segments":10,"num_total_segments":14,"questions":[{"answer_format":"numeric","difficulty_level":1,"ground_truth":"14","question_id":"embedded_figure_1990_q1","question_text":"How many straight line segments make up this complex figure in total?","question_type":"total_segments"},{"answer_format":"numeric","difficulty_level":2,"ground_truth":"4","question_id":"embedded_figure_1990_q2","question_text":"How many sides does the hidden target shape have (visible in the answer choices below)?","question_type":"target_side_count"},{"answer_format":"letter","difficulty_level":3,"ground_truth":"B","question_id":"embedded_figure_1990_q3","question_text":"Which of the four candidate shapes (A, B, C, D) is actually hidden within the complex figure above? Answer with the letter.","question_type":"embedded_choice"},{"answer_format":"numeric","difficulty_level":4,"ground_truth":"10","question_id":"embedded_figure_1990_q4","question_text":"How many of the total line segments in the complex figure are NOT part of the hidden target shape (i.e. are distractor lines)?","question_type":"distractor_segment_count"},{"answer_format":"choice","difficulty_level":5,"ground_truth":"open","question_id":"embedded_figure_1990_q5","question_text":"If exactly one edge of the embedded target polygon were removed while all other target edges stayed, would the target be closed or open?","question_type":"remove_target_edge_closure"}],"same_side_foil_exists":true,"seed":1990,"segments":[[[250.0323,141.7029],[268.8976,225.2934]],[[268.8976,225.2934],[181.1258,245.9657]],[[181.1258,245.9657],[171.7033,161.0584]],[[171.7033,161.0584],[250.0323,141.7029]],[[250.0323,141.7029],[212.7712,252.8267]],[[268.8976,225.2934],[286.4858,84.1038]],[[181.1258,245.9657],[295.5518,141.5096]],[[171.7033,161.0584],[140.3792,289.512]],[[210.8678,151.3807],[151.675,67.6697]],[[199.98,150.7383],[181.1258,245.9657]],[[181.1258,245.9657],[364.6265,264.2317]],[[181.1258,245.9657],[309.8148,34.9986]],[[230.6043,232.1702],[250.0323,141.7029]],[[268.8976,225.2934],[97.7565,119.9977]]],"target_edges":[[[250.0323,141.7029],[268.8976,225.2934]],[[268.8976,225.2934],[181.1258,245.9657]],[[181.1258,245.9657],[171.7033,161.0584]],[[171.7033,161.0584],[250.0323,141.7029]]],"target_shape_type":"square","target_vertices":[[250.0323,141.7029],[268.8976,225.2934],[181.1258,245.9657],[171.7033,161.0584]]}
{"candidate_choices":[{"description":"different vertex count","is_correct":false,"label":"A","side_count":3,"vertices":[[61.1184,415.2736],[80.3795,448.7813],[42.2119,447.2879]]},{"description":"different vertex count","is_correct":false,"label":"B","side_count":4,"vertices":[[179.5227,415.7677],[202.1801,434.44],[184.9829,458.2758],[160.7529,439.7613]]},{"description":"scaled copy of the embedded target","is_correct":true,"label":"C","side_count":5,"vertices":[[305.2802,415.9653],[322.9513,432.0508],[313.9567,453.588],[289.1948,453.4968],[287.367,429.8991]]},{"description":"different vertex count","is_correct":false,"label":"D","side_count":6,"vertices":[[426.3696,415.1179],[445.6589,426.5692],[442.0833,447.902],[424.045,460.5517],[404.6492,447.5289],[407.9533,425.7979]]}],"canvas_size":[486,486],"correct_answer_choice":"C","dataset_version":"embedded-figures-5.0.0","difficulty_score":0.655,"distractor_choices_info":{"A":"different vertex count","B":"different vertex count","D":"different vertex count"},"id":"embedded_figure_1991","image_path":"images/embedded_figure_1991.png","num_distractor_segments":8,"num_total_segments":13,"questions":[{"answer_format":"numeric","difficulty_level":1,"ground_truth":"13","question_id":"embedded_figure_1991_q1","question_text":"How many straight line segments make up this complex figure in total?","question_type":"total_segments"},{"answer_format":"numeric","difficulty_level":2,"ground_truth":"5","question_id":"embedded_figure_1991_q2","question_text":"How many sides does the hidden target shape have (visible in the answer choices below)?","question_type":"target_side_count"},{"answer_format":"letter","difficulty_level":3,"ground_truth":"C","question_id":"embedded_figure_1991_q3","question_text":"Which of the four candidate shapes (A, B, C, D) is actually hidden within the complex figure above? Answer with the letter.","question_type":"embedded_choice"},{"answer_format":"yes_no","difficulty_level":4,"ground_truth":"no","question_id":"embedded_figure_1991_q4","question_text":"One of the 3 incorrect answer choices may share the same number of sides as the correct target shape. Does such a choice exist among the 4 options? Answer yes or no.","question_type":"same_side_foil_exists"},{"answer_format":"choice","difficulty_level":5,"ground_truth":"open","question_id":"embedded_figure_1991_q5","question_text":"If exactly one edge of the embedded target polygon were removed while all other target edges stayed, would the target be closed or open?","question_type":"remove_target_edge_closure"}],"same_side_foil_exists":false,"seed":1991,"segments":[[[245.772,116.1326],[312.803,177.1489]],[[312.803,177.1489],[278.6839,258.8449]],[[278.6839,258.8449],[184.7558,258.499]],[[184.7558,258.499],[177.8228,168.987]],[[177.8228,168.987],[245.772,116.1326]],[[245.772,116.1326],[455.4931,280.8769]],[[312.803,177.1489],[206.7257,324.2767]],[[278.6839,258.8449],[75.6956,147.2269]],[[184.7558,258.499],[277.2834,148.5325]],[[177.8228,168.987],[225.8439,107.2922]],[[215.1083,142.2364],[312.803,177.1489]],[[278.6839,258.8449],[428.465,317.4834]],[[295.7434,217.9969],[269.4782,121.9398]]],"target_edges":[[[245.772,116.1326],[312.803,177.1489]],[[312.803,177.1489],[278.6839,258.8449]],[[278.6839,258.8449],[184.7558,258.499]],[[184.7558,258.499],[177.8228,168.987]],[[177.8228,168.987],[245.772,116.1326]]],"target_shape_type":"pentagon","target_vertices":[[245.772,116.1326],[312.803,177.1489],[278.6839,258.8449],[184.7558,258.499],[177.8228,168.987]]}
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{"candidate_choices":[{"description":"scaled copy of the embedded target","is_correct":true,"label":"A","side_count":3,"vertices":[[76.8753,417.1702],[63.7274,452.5455],[39.3974,423.2844]]},{"description":"different vertex count","is_correct":false,"label":"B","side_count":5,"vertices":[[178.7799,409.996],[200.3943,423.0385],[194.2376,448.3798],[169.0034,448.1451],[159.1513,425.54]]},{"description":"different vertex count","is_correct":false,"label":"C","side_count":6,"vertices":[[296.2202,409.5046],[318.2833,415.6732],[318.8387,437.8668],[303.7092,452.0943],[282.7045,445.4988],[280.6323,423.9404]]},{"description":"different vertex count","is_correct":false,"label":"D","side_count":4,"vertices":[[420.7666,407.7617],[441.3176,431.7032],[419.2287,454.3818],[398.5231,430.2915]]}],"canvas_size":[480,480],"correct_answer_choice":"A","dataset_version":"embedded-figures-5.0.0","difficulty_score":0.505,"distractor_choices_info":{"B":"different vertex count","C":"different vertex count","D":"different vertex count"},"id":"embedded_figure_1993","image_path":"images/embedded_figure_1993.png","num_distractor_segments":8,"num_total_segments":11,"questions":[{"answer_format":"numeric","difficulty_level":1,"ground_truth":"11","question_id":"embedded_figure_1993_q1","question_text":"How many straight line segments make up this complex figure in total?","question_type":"total_segments"},{"answer_format":"numeric","difficulty_level":2,"ground_truth":"3","question_id":"embedded_figure_1993_q2","question_text":"How many sides does the hidden target shape have (visible in the answer choices below)?","question_type":"target_side_count"},{"answer_format":"letter","difficulty_level":3,"ground_truth":"A","question_id":"embedded_figure_1993_q3","question_text":"Which of the four candidate shapes (A, B, C, D) is actually hidden within the complex figure above? Answer with the letter.","question_type":"embedded_choice"},{"answer_format":"numeric","difficulty_level":4,"ground_truth":"8","question_id":"embedded_figure_1993_q4","question_text":"How many shown segments are distractors rather than edges of the embedded target?","question_type":"distractor_segment_count"},{"answer_format":"choice","difficulty_level":5,"ground_truth":"closed","question_id":"embedded_figure_1993_q5","question_text":"If you removed all distractor lines and kept only the target shape's edges, would the remaining figure be a closed polygon or an open/broken shape?","question_type":"target_closure"}],"same_side_foil_exists":false,"seed":1993,"segments":[[[289.241,158.8915],[255.1459,250.6269]],[[255.1459,250.6269],[192.0531,174.7469]],[[192.0531,174.7469],[289.241,158.8915]],[[289.241,158.8915],[199.402,112.3199]],[[255.1459,250.6269],[145.2064,305.3211]],[[192.0531,174.7469],[306.9151,30.3427]],[[192.0531,174.7469],[126.5926,220.821]],[[223.5995,212.6869],[417.4927,37.7017]],[[267.185,202.2999],[261.2729,64.2564]],[[289.241,158.8915],[232.3875,176.7093]],[[240.647,166.8192],[185.3828,269.949]]],"target_edges":[[[289.241,158.8915],[255.1459,250.6269]],[[255.1459,250.6269],[192.0531,174.7469]],[[192.0531,174.7469],[289.241,158.8915]]],"target_shape_type":"triangle","target_vertices":[[289.241,158.8915],[255.1459,250.6269],[192.0531,174.7469]]}
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{"candidate_choices":[{"description":"different vertex count","is_correct":false,"label":"A","side_count":4,"vertices":[[57.3974,414.863],[83.4671,433.5596],[63.9015,457.8096],[37.3294,440.547]]},{"description":"different vertex count","is_correct":false,"label":"B","side_count":3,"vertices":[[185.3618,416.6245],[199.1626,450.5415],[162.8331,444.5769]]},{"description":"same side count but different proportions","is_correct":false,"label":"C","side_count":6,"vertices":[[305.0234,414.0884],[322.1511,427.6973],[322.2015,449.0657],[302.4503,460.3854],[285.8519,446.0484],[286.5591,425.7587]]},{"description":"scaled copy of the embedded target","is_correct":true,"label":"D","side_count":6,"vertices":[[420.8521,415.4441],[440.7514,423.6704],[443.9951,443.7677],[429.2023,458.2144],[410.4142,450.0859],[406.2849,430.8177]]}],"canvas_size":[486,486],"correct_answer_choice":"D","dataset_version":"embedded-figures-5.0.0","difficulty_score":0.85,"distractor_choices_info":{"A":"different vertex count","B":"different vertex count","C":"same side count but different proportions"},"id":"embedded_figure_1996","image_path":"images/embedded_figure_1996.png","num_distractor_segments":8,"num_total_segments":14,"questions":[{"answer_format":"numeric","difficulty_level":1,"ground_truth":"14","question_id":"embedded_figure_1996_q1","question_text":"How many straight line segments make up this complex figure in total?","question_type":"total_segments"},{"answer_format":"numeric","difficulty_level":2,"ground_truth":"6","question_id":"embedded_figure_1996_q2","question_text":"How many sides does the hidden target shape have (visible in the answer choices below)?","question_type":"target_side_count"},{"answer_format":"letter","difficulty_level":3,"ground_truth":"D","question_id":"embedded_figure_1996_q3","question_text":"Which of the four candidate shapes (A, B, C, D) is actually hidden within the complex figure above? Answer with the letter.","question_type":"embedded_choice"},{"answer_format":"numeric","difficulty_level":4,"ground_truth":"8","question_id":"embedded_figure_1996_q4","question_text":"How many shown segments are distractors rather than edges of the embedded target?","question_type":"distractor_segment_count"},{"answer_format":"choice","difficulty_level":5,"ground_truth":"closed","question_id":"embedded_figure_1996_q5","question_text":"If you removed all distractor lines and kept only the target shape's edges, would the remaining figure be a closed polygon or an open/broken shape?","question_type":"target_closure"}],"same_side_foil_exists":true,"seed":1996,"segments":[[[250.4871,107.8668],[314.726,134.423]],[[314.726,134.423],[325.1974,199.3013]],[[325.1974,199.3013],[277.4433,245.9382]],[[277.4433,245.9382],[216.7914,219.6977]],[[216.7914,219.6977],[203.461,157.496]],[[203.461,157.496],[250.4871,107.8668]],[[250.4871,107.8668],[53.4572,206.8084]],[[314.726,134.423],[280.3364,149.9272]],[[325.1974,199.3013],[100.5751,105.6315]],[[277.4433,245.9382],[164.4873,178.1192]],[[216.7914,219.6977],[46.725,118.7153]],[[203.461,157.496],[70.324,279.1349]],[[325.1974,199.3013],[111.1305,36.719]],[[301.3204,222.6198],[291.2314,303.3388]]],"target_edges":[[[250.4871,107.8668],[314.726,134.423]],[[314.726,134.423],[325.1974,199.3013]],[[325.1974,199.3013],[277.4433,245.9382]],[[277.4433,245.9382],[216.7914,219.6977]],[[216.7914,219.6977],[203.461,157.496]],[[203.461,157.496],[250.4871,107.8668]]],"target_shape_type":"hexagon","target_vertices":[[250.4871,107.8668],[314.726,134.423],[325.1974,199.3013],[277.4433,245.9382],[216.7914,219.6977],[203.461,157.496]]}
{"candidate_choices":[{"description":"scaled copy of the embedded target","is_correct":true,"label":"A","side_count":3,"vertices":[[66.5778,471.5948],[42.7189,442.1304],[77.8283,436.2747]]},{"description":"different vertex count","is_correct":false,"label":"B","side_count":6,"vertices":[[188.2878,426.528],[208.1498,439.2115],[204.6042,461.2802],[185.979,473.1316],[169.2856,459.154],[167.4831,437.3241]]},{"description":"different vertex count","is_correct":false,"label":"C","side_count":4,"vertices":[[310.1299,430.0264],[334.5023,448.0231],[313.8744,472.8841],[290.9263,451.8303]]},{"description":"different vertex count","is_correct":false,"label":"D","side_count":5,"vertices":[[435.7569,429.9419],[456.7836,442.4718],[451.317,468.4849],[425.0658,467.4496],[416.029,444.2798]]}],"canvas_size":[499,499],"correct_answer_choice":"A","dataset_version":"embedded-figures-5.0.0","difficulty_score":0.435,"distractor_choices_info":{"B":"different vertex count","C":"different vertex count","D":"different vertex count"},"id":"embedded_figure_1997","image_path":"images/embedded_figure_1997.png","num_distractor_segments":6,"num_total_segments":9,"questions":[{"answer_format":"numeric","difficulty_level":1,"ground_truth":"9","question_id":"embedded_figure_1997_q1","question_text":"How many straight line segments make up this complex figure in total?","question_type":"total_segments"},{"answer_format":"numeric","difficulty_level":2,"ground_truth":"3","question_id":"embedded_figure_1997_q2","question_text":"How many sides does the hidden target shape have (visible in the answer choices below)?","question_type":"target_side_count"},{"answer_format":"letter","difficulty_level":3,"ground_truth":"A","question_id":"embedded_figure_1997_q3","question_text":"Which of the four candidate shapes (A, B, C, D) is actually hidden within the complex figure above? Answer with the letter.","question_type":"embedded_choice"},{"answer_format":"numeric","difficulty_level":4,"ground_truth":"6","question_id":"embedded_figure_1997_q4","question_text":"How many shown segments are distractors rather than edges of the embedded target?","question_type":"distractor_segment_count"},{"answer_format":"choice","difficulty_level":5,"ground_truth":"closed","question_id":"embedded_figure_1997_q5","question_text":"If you removed all distractor lines and kept only the target shape's edges, would the remaining figure be a closed polygon or an open/broken shape?","question_type":"target_closure"}],"same_side_foil_exists":false,"seed":1997,"segments":[[[279.2747,227.777],[211.6441,144.2569]],[[211.6441,144.2569],[311.1655,127.6582]],[[311.1655,127.6582],[279.2747,227.777]],[[279.2747,227.777],[207.1632,294.6835]],[[211.6441,144.2569],[154.5483,300.2904]],[[311.1655,127.6582],[339.7142,204.9955]],[[279.2747,227.777],[341.9888,127.6233]],[[261.4048,135.9575],[302.0836,322.2976]],[[289.9166,188.6643],[223.4441,178.6613]]],"target_edges":[[[279.2747,227.777],[211.6441,144.2569]],[[211.6441,144.2569],[311.1655,127.6582]],[[311.1655,127.6582],[279.2747,227.777]]],"target_shape_type":"triangle","target_vertices":[[279.2747,227.777],[211.6441,144.2569],[311.1655,127.6582]]}
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