{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0001.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0001_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0002.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0002_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0003.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0003_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0004.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0004_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0005.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0005_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0006.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0006_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0007.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0007_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0008.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0008_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0009.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0009_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0010.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0010_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0011.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0011_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0012.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0012_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0013.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0013_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0014.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0014_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0015.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0015_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0016.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0016_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0017.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0017_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0018.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0018_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0019.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0019_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0020.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0020_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0021.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0021_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0022.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0022_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0023.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0023_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0024.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0024_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0025.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0025_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0026.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0026_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0027.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0027_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0028.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0028_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0029.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0029_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0030.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0030_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0031.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0031_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0032.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0032_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0033.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0033_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0034.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0034_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0035.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0035_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0036.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0036_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0037.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0037_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0038.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0038_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0039.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0039_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0040.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0040_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0041.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0041_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0042.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0042_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0043.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0043_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0044.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0044_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0045.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0045_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0046.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0046_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0047.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0047_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0048.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0048_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0049.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0049_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0050.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0050_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0051.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0051_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0052.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0052_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0053.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0053_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0054.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0054_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0055.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0055_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0056.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0056_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0057.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0057_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0058.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0058_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0059.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0059_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0060.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0060_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0061.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0061_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0062.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0062_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0063.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0063_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0064.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0064_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0065.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0065_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0066.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0066_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0067.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0067_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0068.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0068_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0069.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0069_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0070.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0070_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0071.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0071_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0072.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0072_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0073.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0073_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0074.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0074_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0075.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0075_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0076.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0076_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0077.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0077_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0078.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0078_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0079.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0079_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0080.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0080_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0081.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0081_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0082.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0082_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0083.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0083_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0084.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0084_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0085.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0085_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0086.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0086_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0087.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0087_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0088.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0088_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0089.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0089_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0090.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0090_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0091.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0091_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0092.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0092_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0093.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0093_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0094.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0094_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0095.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0095_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0096.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0096_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0097.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0097_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0098.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0098_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0099.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0099_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0100.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0100_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0101.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0101_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0102.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0102_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0103.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0103_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0104.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0104_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0105.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0105_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0106.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0106_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0107.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0107_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0108.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0108_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0109.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0109_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0110.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0110_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0111.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0111_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0112.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0112_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0113.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0113_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0114.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0114_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0115.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0115_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0116.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0116_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0117.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0117_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0118.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0118_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0119.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0119_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0120.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0120_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0121.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0121_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0122.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0122_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0123.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0123_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0124.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0124_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0125.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0125_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0126.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0126_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0127.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0127_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0128.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0128_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0129.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0129_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0130.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0130_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0131.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0131_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0132.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0132_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0133.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0133_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0134.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0134_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0135.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0135_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0136.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0136_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0137.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0137_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0138.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0138_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0139.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0139_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0140.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0140_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0141.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0141_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0142.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0142_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0143.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0143_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0144.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0144_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0145.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0145_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0146.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0146_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0147.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0147_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0148.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0148_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0149.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0149_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0150.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0150_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0151.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0151_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0152.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0152_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0153.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0153_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0154.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0154_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0155.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0155_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0156.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0156_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0157.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0157_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0158.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0158_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0159.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0159_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0160.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0160_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0161.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0161_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0162.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0162_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0163.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0163_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0164.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0164_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0165.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0165_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0166.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0166_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0167.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0167_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0168.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0168_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0169.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0169_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0170.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0170_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0171.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0171_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0172.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0172_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0173.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0173_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0174.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0174_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0175.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0175_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0176.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0176_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0177.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0177_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0178.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0178_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0179.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0179_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0180.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0180_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0181.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0181_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0182.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0182_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0183.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0183_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0184.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0184_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0185.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0185_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0186.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0186_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0187.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0187_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0188.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0188_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0189.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0189_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0190.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0190_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0191.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0191_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0192.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0192_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0193.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0193_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0194.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0194_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0195.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0195_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0196.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0196_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0197.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0197_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0198.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0198_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0199.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0199_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0200.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0200_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0201.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0201_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0202.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0202_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0203.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0203_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0204.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0204_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0205.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0205_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0206.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0206_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0207.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0207_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0208.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0208_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0209.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0209_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0210.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0210_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0211.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0211_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0212.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0212_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0213.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0213_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0214.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0214_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0215.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0215_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0216.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0216_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0217.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0217_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0218.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0218_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0219.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0219_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0220.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0220_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0221.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0221_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0222.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0222_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0223.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0223_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0224.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0224_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0225.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0225_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0226.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0226_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0227.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0227_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0228.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0228_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0229.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0229_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0230.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0230_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0231.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0231_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0232.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0232_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0233.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0233_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0234.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0234_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0235.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0235_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0236.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0236_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0237.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0237_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0238.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0238_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0239.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0239_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0240.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0240_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0241.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0241_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0242.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0242_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0243.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0243_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0244.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0244_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0245.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0245_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0246.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0246_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0247.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0247_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0248.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0248_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0249.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0249_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0250.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0250_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0251.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0251_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0252.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0252_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0253.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0253_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0254.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0254_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0255.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0255_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0256.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0256_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0257.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0257_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0258.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0258_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0259.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0259_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0260.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0260_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0261.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0261_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0262.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0262_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0263.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0263_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0264.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0264_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0265.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0265_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0266.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0266_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0267.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0267_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0268.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0268_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0269.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0269_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0270.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0270_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0271.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0271_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0272.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0272_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0273.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0273_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0274.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0274_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0275.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0275_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0276.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0276_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0277.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0277_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0278.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0278_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0279.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0279_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0280.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0280_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0281.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0281_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0282.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0282_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0283.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0283_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0284.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0284_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0285.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0285_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0286.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0286_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0287.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0287_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0288.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0288_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0289.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0289_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0290.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0290_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0291.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0291_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0292.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0292_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0293.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0293_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0294.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0294_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0295.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0295_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0296.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0296_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0297.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0297_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0298.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0298_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0299.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0299_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0300.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0300_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0301.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0301_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0302.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0302_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0303.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0303_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0304.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0304_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0305.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0305_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0306.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0306_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0307.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0307_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0308.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0308_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0309.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0309_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0310.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0310_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0311.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0311_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0312.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0312_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0313.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0313_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0314.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0314_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0315.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0315_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0316.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0316_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0317.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0317_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0318.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0318_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0319.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0319_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0320.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0320_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0321.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0321_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0322.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0322_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0323.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0323_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0324.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0324_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0325.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0325_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0326.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0326_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0327.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0327_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0328.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0328_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0329.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0329_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0330.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0330_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0331.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0331_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0332.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0332_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0333.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0333_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0334.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0334_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0335.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0335_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0336.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0336_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0337.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0337_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0338.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0338_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0339.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0339_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0340.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0340_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0341.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0341_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0342.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0342_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0343.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0343_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0344.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0344_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0345.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0345_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0346.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0346_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0347.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0347_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0348.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0348_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0349.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0349_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0350.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0350_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0351.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0351_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0352.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0352_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0353.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0353_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0354.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0354_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0355.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0355_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0356.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0356_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0357.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0357_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0358.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0358_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0359.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0359_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0360.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0360_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0361.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0361_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0362.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0362_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0363.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0363_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0364.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0364_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0365.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0365_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0366.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0366_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0367.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0367_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0368.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0368_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0369.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0369_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0370.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0370_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0371.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0371_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0372.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0372_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0373.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0373_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0374.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0374_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0375.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0375_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0376.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0376_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0377.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0377_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0378.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0378_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0379.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0379_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0380.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0380_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0381.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0381_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0382.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0382_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0383.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0383_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0384.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0384_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0385.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0385_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0386.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0386_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0387.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0387_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0388.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0388_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0389.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0389_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0390.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0390_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0391.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0391_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0392.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0392_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0393.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0393_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0394.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0394_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0395.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0395_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0396.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0396_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0397.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0397_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0398.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0398_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0399.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0399_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0400.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0400_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0401.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0401_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0402.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0402_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0403.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0403_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0404.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0404_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0405.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0405_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0406.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0406_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0407.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0407_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0408.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0408_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0409.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0409_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0410.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0410_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0411.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0411_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0412.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0412_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0413.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0413_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0414.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0414_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0415.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0415_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0416.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0416_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0417.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0417_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0418.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0418_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0419.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0419_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0420.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0420_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0421.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0421_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0422.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0422_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0423.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0423_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0424.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0424_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0425.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0425_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0426.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0426_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0427.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0427_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0428.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0428_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0429.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0429_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0430.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0430_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0431.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0431_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0432.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0432_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0433.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0433_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0434.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0434_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0435.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0435_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0436.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0436_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0437.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0437_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0438.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0438_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0439.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0439_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0440.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0440_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0441.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0441_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0442.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0442_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0443.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0443_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0444.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0444_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0445.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0445_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0446.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0446_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0447.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0447_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0448.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0448_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0449.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0449_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0450.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0450_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0451.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0451_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0452.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0452_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0453.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0453_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0454.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0454_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0455.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0455_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0456.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0456_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0457.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0457_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0458.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0458_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0459.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0459_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0460.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0460_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0461.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0461_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0462.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0462_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0463.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0463_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0464.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0464_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0465.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0465_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0466.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0466_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0467.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0467_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0468.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0468_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0469.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0469_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0470.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0470_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0471.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0471_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0472.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0472_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0473.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0473_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0474.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0474_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0475.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0475_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0476.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0476_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0477.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0477_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0478.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0478_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0479.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0479_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0480.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0480_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0481.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0481_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0482.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0482_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0483.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0483_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0484.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0484_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0485.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0485_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0486.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0486_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0487.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0487_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0488.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0488_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0489.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0489_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0490.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0490_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0491.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0491_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0492.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0492_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0493.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0493_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0494.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0494_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0495.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0495_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0496.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0496_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0497.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0497_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0498.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0498_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0499.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0499_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0500.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0500_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0501.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0501_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0502.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0502_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0503.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0503_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0504.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0504_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0505.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0505_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0506.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0506_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0507.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0507_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0508.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0508_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0509.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0509_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0510.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0510_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0511.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0511_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0512.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0512_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0513.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0513_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0514.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0514_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0515.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0515_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0516.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0516_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0517.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0517_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0518.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0518_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0519.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0519_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0520.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0520_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0521.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0521_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0522.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0522_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0523.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0523_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0524.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0524_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0525.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0525_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0526.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0526_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0527.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0527_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0528.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0528_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0529.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0529_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0530.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0530_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0531.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0531_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0532.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0532_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0533.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0533_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0534.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0534_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0535.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0535_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0536.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0536_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0537.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0537_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0538.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0538_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0539.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0539_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0540.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0540_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0541.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0541_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0542.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0542_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0543.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0543_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0544.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0544_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0545.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0545_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0546.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0546_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0547.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0547_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0548.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0548_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0549.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0549_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0550.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0550_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0551.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0551_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0552.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0552_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0553.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0553_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0554.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0554_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0555.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0555_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0556.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0556_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0557.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0557_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0558.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0558_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0559.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0559_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0560.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0560_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0561.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0561_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0562.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0562_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0563.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0563_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0564.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0564_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0565.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0565_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0566.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0566_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0567.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0567_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0568.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0568_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0569.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0569_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0570.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0570_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0571.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0571_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0572.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0572_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0573.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0573_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0574.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0574_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0575.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0575_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0576.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0576_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0577.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0577_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0578.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0578_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0579.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0579_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0580.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0580_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0581.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0581_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0582.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0582_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0583.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0583_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0584.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0584_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0585.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0585_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0586.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0586_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0587.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0587_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0588.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0588_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0589.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0589_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0590.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0590_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0591.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0591_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0592.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0592_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0593.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0593_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0594.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0594_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0595.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0595_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0596.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0596_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0597.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0597_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0598.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0598_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0599.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0599_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0600.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0600_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0601.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0601_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0602.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0602_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0603.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0603_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0604.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0604_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0605.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0605_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0606.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0606_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0607.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0607_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0608.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0608_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0609.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0609_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0610.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0610_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0611.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0611_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0612.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0612_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0613.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0613_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0614.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0614_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0615.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0615_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0616.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0616_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0617.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0617_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0618.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0618_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0619.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0619_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0620.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0620_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0621.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0621_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0622.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0622_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0623.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0623_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0624.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0624_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0625.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0625_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0626.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0626_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0627.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0627_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0628.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0628_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0629.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0629_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0630.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0630_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0631.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0631_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0632.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0632_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0633.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0633_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0634.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0634_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0635.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0635_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0636.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0636_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0637.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0637_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0638.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0638_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0639.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0639_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0640.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0640_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0641.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0641_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0642.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0642_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0643.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0643_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0644.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0644_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0645.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0645_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0646.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0646_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0647.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0647_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0648.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0648_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0649.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0649_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0650.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0650_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0651.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0651_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0652.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0652_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0653.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0653_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0654.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0654_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0655.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0655_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0656.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0656_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0657.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0657_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0658.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0658_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0659.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0659_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0660.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0660_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0661.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0661_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0662.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0662_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0663.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0663_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0664.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0664_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0665.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0665_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0666.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0666_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0667.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0667_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0668.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0668_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0669.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0669_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0670.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0670_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0671.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0671_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0672.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0672_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0673.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0673_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0674.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0674_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0675.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0675_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0676.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0676_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0677.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0677_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0678.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0678_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0679.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0679_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0680.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0680_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0681.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0681_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0682.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0682_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0683.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0683_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0684.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0684_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0685.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0685_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0686.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0686_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0687.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0687_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0688.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0688_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0689.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0689_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0690.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0690_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0691.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0691_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0692.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0692_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0693.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0693_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0694.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0694_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0695.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0695_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0696.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0696_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0697.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0697_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0698.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0698_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0699.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0699_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0700.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0700_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0701.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0701_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0702.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0702_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0703.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0703_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0704.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0704_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0705.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0705_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0706.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0706_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0707.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0707_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0708.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0708_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0709.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0709_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0710.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0710_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0711.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0711_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0712.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0712_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0713.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0713_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0714.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0714_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0715.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0715_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0716.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0716_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0717.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0717_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0718.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0718_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0719.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0719_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0720.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0720_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0721.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0721_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0722.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0722_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0723.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0723_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0724.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0724_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0725.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0725_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0726.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0726_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0727.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0727_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0728.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0728_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0729.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0729_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0730.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0730_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0731.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0731_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0732.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0732_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0733.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0733_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0734.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0734_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0735.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0735_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0736.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0736_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0737.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0737_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0738.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0738_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0739.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0739_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0740.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0740_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0741.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0741_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0742.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0742_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0743.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0743_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0744.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0744_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0745.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0745_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0746.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0746_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0747.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0747_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0748.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0748_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0749.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0749_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0750.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0750_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0751.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0751_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0752.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0752_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0753.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0753_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0754.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0754_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0755.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0755_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0756.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0756_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0757.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0757_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0758.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0758_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0759.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0759_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0760.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0760_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0761.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0761_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0762.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0762_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0763.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0763_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0764.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0764_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0765.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0765_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0766.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0766_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0767.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0767_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0768.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0768_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0769.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0769_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0770.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0770_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0771.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0771_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0772.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0772_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0773.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0773_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0774.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0774_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0775.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0775_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0776.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0776_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0777.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0777_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0778.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0778_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0779.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0779_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0780.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0780_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0781.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0781_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0782.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0782_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0783.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0783_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0784.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0784_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0785.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0785_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0786.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0786_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0787.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0787_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0788.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0788_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0789.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0789_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0790.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0790_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0791.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0791_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0792.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0792_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0793.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0793_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0794.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0794_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0795.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0795_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0796.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0796_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0797.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0797_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0798.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0798_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0799.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0799_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0800.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0800_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0801.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0801_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0802.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0802_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0803.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0803_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0804.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0804_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0805.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0805_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0806.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0806_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0807.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0807_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0808.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0808_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0809.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0809_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0810.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0810_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0811.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0811_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0812.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0812_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0813.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0813_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0814.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0814_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0815.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0815_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0816.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0816_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0817.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0817_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0818.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0818_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0819.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0819_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0820.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0820_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0821.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0821_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0822.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0822_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0823.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0823_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0824.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0824_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0825.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0825_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0826.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0826_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0827.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0827_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0828.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0828_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0829.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0829_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0830.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0830_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0831.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0831_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0832.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0832_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0833.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0833_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0834.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0834_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0835.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0835_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0836.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0836_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0837.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0837_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0838.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0838_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0839.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0839_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0840.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0840_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0841.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0841_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0842.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0842_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0843.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0843_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0844.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0844_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0845.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0845_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0846.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0846_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0847.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0847_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0848.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0848_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0849.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0849_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0850.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0850_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0851.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0851_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0852.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0852_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0853.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0853_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0854.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0854_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0855.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0855_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0856.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0856_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0857.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0857_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0858.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0858_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0859.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0859_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0860.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0860_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0861.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0861_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0862.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0862_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0863.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0863_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0864.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0864_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0865.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0865_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0866.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0866_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0867.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0867_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0868.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0868_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0869.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0869_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0870.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0870_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0871.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0871_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0872.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0872_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0873.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0873_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0874.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0874_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0875.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0875_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0876.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0876_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0877.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0877_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0878.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0878_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0879.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0879_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0880.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0880_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0881.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0881_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0882.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0882_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0883.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0883_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0884.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0884_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0885.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0885_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0886.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0886_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0887.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0887_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0888.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0888_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0889.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0889_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0890.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0890_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0891.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0891_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0892.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0892_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0893.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0893_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0894.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0894_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0895.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0895_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0896.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0896_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0897.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0897_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0898.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0898_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0899.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0899_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0900.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0900_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0901.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0901_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0902.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0902_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0903.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0903_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0904.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0904_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0905.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0905_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0906.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0906_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0907.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0907_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0908.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0908_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0909.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0909_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0910.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0910_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0911.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0911_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0912.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0912_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0913.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0913_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0914.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0914_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0915.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0915_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0916.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0916_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0917.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0917_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0918.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0918_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0919.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0919_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0920.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0920_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0921.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0921_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0922.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0922_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0923.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0923_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0924.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0924_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0925.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0925_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0926.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0926_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0927.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0927_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0928.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0928_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0929.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0929_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0930.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0930_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0931.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0931_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0932.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0932_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0933.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0933_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0934.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0934_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0935.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0935_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0936.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0936_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0937.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0937_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0938.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0938_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0939.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0939_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0940.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0940_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0941.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0941_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0942.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0942_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0943.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0943_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0944.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0944_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0945.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0945_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0946.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0946_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0947.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0947_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0948.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0948_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0949.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0949_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0950.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0950_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0951.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0951_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0952.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0952_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0953.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0953_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0954.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0954_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0955.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0955_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0956.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0956_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0957.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0957_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0958.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0958_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0959.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0959_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0960.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0960_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0961.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0961_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0962.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0962_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0963.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0963_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0964.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0964_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0965.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0965_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0966.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0966_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0967.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0967_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0968.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0968_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0969.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0969_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0970.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0970_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0971.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0971_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0972.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0972_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0973.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0973_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0974.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0974_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0975.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0975_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0976.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0976_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0977.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0977_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0978.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0978_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0979.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0979_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0980.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0980_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0981.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0981_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0982.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0982_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0983.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0983_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0984.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0984_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0985.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0985_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0986.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0986_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0987.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0987_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0988.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0988_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0989.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0989_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0990.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0990_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0991.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0991_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0992.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0992_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0993.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0993_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0994.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0994_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0995.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0995_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0996.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0996_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0997.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0997_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0998.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0998_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_0999.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_0999_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1000.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1000_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1001.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1001_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1002.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1002_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1003.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1003_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1004.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1004_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1005.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1005_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1006.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1006_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1007.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1007_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1008.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1008_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1009.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1009_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1010.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1010_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1011.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1011_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1012.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1012_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1013.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1013_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1014.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1014_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1015.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1015_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1016.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1016_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1017.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1017_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1018.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1018_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1019.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1019_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1020.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1020_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1021.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1021_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1022.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1022_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1023.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1023_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1024.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1024_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1025.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1025_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1026.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1026_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1027.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1027_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1028.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1028_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1029.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1029_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1030.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1030_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1031.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1031_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1032.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1032_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1033.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1033_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1034.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1034_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1035.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1035_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1036.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1036_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1037.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1037_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1038.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1038_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1039.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1039_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1040.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1040_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1041.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1041_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1042.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1042_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1043.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1043_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1044.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1044_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1045.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1045_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1046.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1046_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1047.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1047_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1048.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1048_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1049.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1049_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1050.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1050_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1051.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1051_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1052.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1052_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1053.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1053_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1054.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1054_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1055.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1055_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1056.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1056_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1057.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1057_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1058.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1058_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1059.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1059_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1060.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1060_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1061.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1061_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1062.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1062_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1063.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1063_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1064.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1064_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1065.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1065_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1066.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1066_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1067.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1067_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1068.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1068_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1069.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1069_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1070.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1070_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1071.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1071_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1072.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1072_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1073.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1073_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1074.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1074_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1075.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1075_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1076.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1076_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1077.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1077_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1078.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1078_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1079.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1079_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1080.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1080_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1081.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1081_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1082.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1082_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1083.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1083_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1084.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1084_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1085.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1085_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1086.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1086_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1087.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1087_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1088.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1088_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1089.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1089_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1090.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1090_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1091.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1091_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1092.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1092_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1093.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1093_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1094.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1094_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1095.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1095_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1096.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1096_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1097.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1097_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1098.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1098_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1099.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1099_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1100.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1100_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1101.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1101_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1102.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1102_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1103.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1103_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1104.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1104_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1105.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1105_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1106.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1106_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1107.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1107_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1108.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1108_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1109.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1109_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1110.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1110_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1111.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1111_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1112.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1112_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1113.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1113_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1114.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1114_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1115.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1115_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1116.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1116_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1117.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1117_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1118.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1118_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1119.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1119_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1120.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1120_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1121.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1121_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1122.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1122_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1123.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1123_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1124.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1124_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1125.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1125_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1126.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1126_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1127.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1127_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1128.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1128_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1129.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1129_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1130.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1130_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1131.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1131_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1132.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1132_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1133.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1133_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1134.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1134_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1135.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1135_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1136.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1136_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1137.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1137_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1138.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1138_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1139.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1139_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1140.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1140_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1141.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1141_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1142.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1142_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1143.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1143_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1144.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1144_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1145.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1145_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1146.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1146_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1147.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1147_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1148.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1148_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1149.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1149_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1150.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1150_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1151.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1151_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1152.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1152_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1153.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1153_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1154.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1154_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1155.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1155_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1156.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1156_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1157.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1157_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1158.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1158_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1159.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1159_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1160.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1160_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1161.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1161_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1162.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1162_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1163.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1163_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1164.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1164_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1165.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1165_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1166.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1166_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1167.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1167_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1168.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1168_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1169.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1169_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1170.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1170_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1171.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1171_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1172.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1172_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1173.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1173_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1174.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1174_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1175.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1175_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1176.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1176_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1177.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1177_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1178.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1178_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1179.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1179_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1180.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1180_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1181.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1181_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1182.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1182_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1183.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1183_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1184.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1184_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1185.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1185_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1186.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1186_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1187.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1187_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1188.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1188_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1189.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1189_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1190.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1190_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1191.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1191_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1192.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1192_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1193.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1193_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1194.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1194_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1195.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1195_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1196.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1196_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1197.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1197_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1198.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1198_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1199.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1199_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1200.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1200_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1201.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1201_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1202.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1202_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1203.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1203_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1204.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1204_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1205.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1205_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1206.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1206_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1207.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1207_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1208.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1208_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1209.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1209_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1210.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1210_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1211.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1211_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1212.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1212_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1213.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1213_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1214.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1214_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1215.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1215_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1216.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1216_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1217.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1217_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1218.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1218_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1219.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1219_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1220.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1220_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1221.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1221_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1222.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1222_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1223.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1223_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1224.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1224_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1225.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1225_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1226.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1226_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1227.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1227_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1228.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1228_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1229.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1229_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1230.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1230_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1231.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1231_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1232.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1232_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1233.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1233_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1234.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1234_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1235.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1235_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1236.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1236_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1237.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1237_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1238.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1238_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1239.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1239_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1240.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1240_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1241.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1241_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1242.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1242_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1243.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1243_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1244.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1244_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1245.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1245_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1246.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1246_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1247.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1247_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1248.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1248_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1249.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1249_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1250.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1250_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1251.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1251_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1252.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1252_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1253.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1253_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1254.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1254_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1255.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1255_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1256.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1256_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1257.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1257_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1258.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1258_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1259.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1259_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1260.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1260_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1261.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1261_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1262.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1262_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1263.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1263_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1264.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1264_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1265.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1265_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1266.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1266_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1267.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1267_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1268.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1268_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1269.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1269_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1270.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1270_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1271.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1271_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1272.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1272_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1273.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1273_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1274.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1274_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1275.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1275_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1276.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1276_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1277.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1277_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1278.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1278_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1279.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1279_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1280.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1280_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1281.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1281_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1282.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1282_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1283.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1283_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1284.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1284_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1285.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1285_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1286.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1286_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1287.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1287_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1288.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1288_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1289.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1289_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1290.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1290_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1291.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1291_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1292.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1292_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1293.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1293_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1294.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1294_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1295.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1295_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1296.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1296_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1297.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1297_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1298.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1298_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1299.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1299_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1300.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1300_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1301.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1301_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1302.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1302_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1303.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1303_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1304.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1304_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1305.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1305_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1306.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1306_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1307.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1307_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1308.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1308_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1309.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1309_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1310.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1310_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1311.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1311_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1312.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1312_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1313.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1313_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1314.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1314_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1315.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1315_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1316.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1316_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1317.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1317_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1318.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1318_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1319.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1319_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1320.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1320_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1321.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1321_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1322.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1322_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1323.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1323_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1324.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1324_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1325.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1325_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1326.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1326_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1327.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1327_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1328.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1328_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1329.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1329_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1330.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1330_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1331.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1331_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1332.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1332_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1333.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1333_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1334.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1334_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1335.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1335_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1336.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1336_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1337.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1337_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1338.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1338_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1339.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1339_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1340.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1340_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1341.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1341_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1342.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1342_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1343.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1343_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1344.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1344_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1345.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1345_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1346.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1346_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1347.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1347_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1348.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1348_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1349.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1349_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1350.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1350_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1351.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1351_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1352.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1352_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1353.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1353_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1354.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1354_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1355.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1355_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1356.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1356_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1357.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1357_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1358.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1358_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1359.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1359_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1360.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1360_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1361.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1361_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1362.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1362_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1363.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1363_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1364.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1364_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1365.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1365_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1366.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1366_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1367.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1367_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1368.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1368_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1369.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1369_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1370.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1370_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1371.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1371_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1372.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1372_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1373.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1373_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1374.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1374_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1375.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1375_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1376.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1376_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1377.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1377_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1378.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1378_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1379.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1379_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1380.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1380_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1381.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1381_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1382.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1382_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1383.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1383_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1384.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1384_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1385.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1385_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1386.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1386_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1387.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1387_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1388.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1388_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1389.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1389_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1390.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1390_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1391.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1391_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1392.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1392_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1393.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1393_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1394.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1394_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1395.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1395_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1396.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1396_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1397.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1397_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1398.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1398_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1399.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1399_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1400.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1400_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1401.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1401_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1402.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1402_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1403.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1403_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1404.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1404_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1405.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1405_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1406.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1406_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1407.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1407_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1408.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1408_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1409.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1409_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1410.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1410_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1411.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1411_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1412.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1412_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1413.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1413_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1414.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1414_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1415.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1415_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1416.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1416_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1417.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1417_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1418.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1418_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1419.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1419_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1420.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1420_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1421.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1421_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1422.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1422_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1423.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1423_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1424.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1424_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1425.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1425_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1426.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1426_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1427.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1427_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1428.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1428_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1429.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1429_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1430.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1430_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1431.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1431_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1432.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1432_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1433.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1433_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1434.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1434_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1435.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1435_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1436.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1436_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1437.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1437_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1438.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1438_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1439.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1439_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1440.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1440_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1441.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1441_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1442.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1442_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1443.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1443_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1444.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1444_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1445.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1445_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1446.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1446_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1447.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1447_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1448.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1448_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1449.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1449_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1450.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1450_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1451.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1451_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1452.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1452_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1453.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1453_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1454.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1454_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1455.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1455_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1456.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1456_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1457.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1457_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1458.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1458_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1459.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1459_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1460.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1460_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1461.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1461_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1462.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1462_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1463.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1463_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1464.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1464_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1465.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1465_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1466.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1466_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1467.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1467_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1468.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1468_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1469.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1469_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1470.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1470_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1471.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1471_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1472.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1472_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1473.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1473_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1474.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1474_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1475.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1475_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1476.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1476_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1477.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1477_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1478.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1478_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1479.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1479_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1480.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1480_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1481.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1481_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1482.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1482_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1483.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1483_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1484.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1484_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1485.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1485_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1486.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1486_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1487.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1487_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1488.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1488_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1489.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1489_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1490.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1490_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1491.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1491_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1492.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1492_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1493.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1493_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1494.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1494_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1495.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1495_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1496.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1496_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1497.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1497_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1498.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1498_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1499.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1499_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1500.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1500_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1501.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1501_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1502.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1502_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1503.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1503_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1504.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1504_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1505.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1505_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1506.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1506_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1507.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1507_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1508.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1508_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1509.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1509_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1510.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1510_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1511.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1511_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1512.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1512_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1513.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1513_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1514.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1514_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1515.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1515_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1516.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1516_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1517.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1517_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1518.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1518_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1519.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1519_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1520.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1520_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1521.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1521_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1522.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1522_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1523.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1523_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1524.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1524_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1525.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1525_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1526.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1526_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1527.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1527_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1528.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1528_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1529.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1529_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1530.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1530_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1531.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1531_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1532.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1532_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1533.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1533_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1534.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1534_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1535.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1535_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1536.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1536_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1537.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1537_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1538.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1538_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1539.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1539_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1540.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1540_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1541.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1541_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1542.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1542_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1543.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1543_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1544.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1544_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1545.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1545_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1546.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1546_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1547.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1547_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1548.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1548_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1549.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1549_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1550.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1550_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1551.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1551_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1552.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1552_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1553.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1553_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1554.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1554_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1555.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1555_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1556.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1556_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1557.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1557_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1558.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1558_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1559.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1559_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1560.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1560_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1561.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1561_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1562.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1562_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1563.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1563_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1564.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1564_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1565.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1565_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1566.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1566_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1567.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1567_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1568.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1568_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1569.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1569_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1570.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1570_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1571.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1571_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1572.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1572_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1573.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1573_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1574.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1574_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1575.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1575_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1576.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1576_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1577.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1577_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1578.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1578_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1579.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1579_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1580.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1580_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1581.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1581_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1582.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1582_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1583.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1583_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1584.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1584_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1585.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1585_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1586.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1586_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1587.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1587_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1588.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1588_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1589.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1589_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1590.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1590_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1591.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1591_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1592.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1592_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1593.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1593_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1594.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1594_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1595.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1595_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1596.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1596_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1597.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1597_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1598.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1598_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1599.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1599_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1600.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1600_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1601.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1601_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1602.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1602_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1603.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1603_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1604.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1604_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1605.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1605_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1606.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1606_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1607.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1607_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1608.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1608_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1609.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1609_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1610.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1610_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1611.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1611_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1612.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1612_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1613.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1613_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1614.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1614_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1615.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1615_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1616.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1616_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1617.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1617_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1618.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1618_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1619.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1619_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1620.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1620_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1621.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1621_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1622.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1622_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1623.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1623_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1624.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1624_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1625.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1625_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1626.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1626_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1627.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1627_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1628.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1628_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1629.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1629_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1630.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1630_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1631.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1631_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1632.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1632_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1633.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1633_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1634.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1634_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1635.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1635_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1636.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1636_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1637.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1637_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1638.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1638_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1639.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1639_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1640.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1640_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1641.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1641_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1642.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1642_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1643.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1643_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1644.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1644_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1645.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1645_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1646.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1646_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1647.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1647_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1648.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1648_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1649.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1649_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1650.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1650_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1651.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1651_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1652.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1652_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1653.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1653_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1654.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1654_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1655.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1655_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1656.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1656_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1657.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1657_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1658.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1658_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1659.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1659_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1660.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1660_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1661.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1661_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1662.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1662_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1663.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1663_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1664.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1664_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1665.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1665_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1666.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1666_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1667.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1667_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1668.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1668_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1669.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1669_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1670.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1670_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1671.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1671_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1672.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1672_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1673.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1673_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1674.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1674_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1675.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1675_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1676.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1676_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1677.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1677_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1678.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1678_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1679.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1679_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1680.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1680_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1681.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1681_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1682.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1682_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1683.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1683_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1684.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1684_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1685.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1685_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1686.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1686_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1687.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1687_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1688.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1688_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1689.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1689_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1690.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1690_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1691.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1691_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1692.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1692_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1693.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1693_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1694.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1694_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1695.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1695_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1696.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1696_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1697.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1697_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1698.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1698_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1699.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1699_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1700.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1700_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1701.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1701_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1702.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1702_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1703.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1703_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1704.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1704_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1705.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1705_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1706.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1706_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1707.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1707_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1708.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1708_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1709.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1709_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1710.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1710_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1711.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1711_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1712.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1712_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1713.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1713_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1714.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1714_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1715.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1715_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1716.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1716_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1717.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1717_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1718.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1718_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1719.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1719_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1720.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1720_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1721.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1721_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1722.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1722_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1723.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1723_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1724.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1724_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1725.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1725_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1726.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1726_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1727.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1727_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1728.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1728_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1729.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1729_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1730.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1730_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1731.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1731_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1732.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1732_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1733.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1733_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1734.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1734_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1735.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1735_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1736.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1736_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1737.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1737_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1738.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1738_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1739.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1739_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1740.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1740_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1741.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1741_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1742.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1742_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1743.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1743_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1744.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1744_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1745.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1745_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1746.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1746_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1747.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1747_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1748.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1748_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1749.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1749_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1750.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1750_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1751.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1751_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1752.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1752_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1753.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1753_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1754.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1754_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1755.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1755_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1756.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1756_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1757.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1757_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1758.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1758_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1759.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1759_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1760.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1760_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1761.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1761_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1762.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1762_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1763.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1763_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1764.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1764_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1765.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1765_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1766.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1766_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1767.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1767_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1768.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1768_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1769.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1769_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1770.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1770_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1771.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1771_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1772.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1772_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1773.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1773_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1774.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1774_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1775.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1775_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1776.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1776_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1777.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1777_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1778.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1778_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1779.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1779_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1780.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1780_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1781.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1781_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1782.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1782_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1783.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1783_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1784.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1784_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1785.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1785_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1786.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1786_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1787.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1787_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1788.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1788_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1789.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1789_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1790.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1790_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1791.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1791_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1792.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1792_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1793.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1793_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1794.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1794_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1795.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1795_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1796.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1796_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1797.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1797_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1798.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1798_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1799.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1799_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1800.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1800_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1801.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1801_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1802.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1802_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1803.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1803_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1804.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1804_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1805.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1805_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1806.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1806_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1807.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1807_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1808.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1808_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1809.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1809_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1810.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1810_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1811.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1811_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1812.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1812_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1813.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1813_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1814.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1814_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1815.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1815_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1816.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1816_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1817.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1817_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1818.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1818_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1819.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1819_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1820.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1820_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1821.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1821_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1822.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1822_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1823.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1823_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1824.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1824_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1825.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1825_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1826.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1826_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1827.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1827_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1828.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1828_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1829.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1829_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1830.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1830_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1831.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1831_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1832.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1832_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1833.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1833_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1834.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1834_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1835.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1835_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1836.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1836_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1837.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1837_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1838.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1838_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1839.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1839_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1840.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1840_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1841.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1841_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1842.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1842_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1843.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1843_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1844.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1844_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1845.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1845_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1846.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1846_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1847.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1847_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1848.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1848_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1849.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1849_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1850.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1850_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1851.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1851_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1852.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1852_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1853.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1853_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1854.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1854_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1855.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1855_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1856.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1856_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1857.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1857_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1858.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1858_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1859.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1859_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1860.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1860_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1861.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1861_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1862.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1862_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1863.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1863_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1864.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1864_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1865.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1865_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1866.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1866_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1867.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1867_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1868.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1868_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1869.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1869_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1870.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1870_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1871.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1871_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1872.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1872_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1873.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1873_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1874.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1874_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1875.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1875_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1876.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1876_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1877.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1877_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1878.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1878_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1879.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1879_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1880.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1880_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1881.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1881_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1882.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1882_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1883.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1883_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1884.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1884_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1885.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1885_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1886.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1886_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1887.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1887_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1888.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1888_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1889.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1889_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1890.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1890_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1891.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1891_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1892.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1892_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1893.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1893_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1894.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1894_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1895.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1895_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1896.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1896_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1897.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1897_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1898.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1898_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1899.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1899_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1900.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1900_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1901.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1901_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1902.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1902_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1903.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1903_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1904.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1904_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1905.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1905_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1906.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1906_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1907.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1907_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1908.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1908_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1909.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1909_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1910.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1910_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1911.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1911_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1912.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1912_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1913.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1913_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1914.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1914_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1915.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1915_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1916.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1916_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1917.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1917_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1918.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1918_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1919.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1919_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1920.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1920_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1921.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1921_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1922.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1922_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1923.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1923_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1924.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1924_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1925.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1925_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1926.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1926_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1927.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1927_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1928.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1928_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1929.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1929_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1930.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1930_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1931.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1931_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1932.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1932_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1933.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1933_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1934.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1934_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1935.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1935_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1936.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1936_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1937.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1937_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1938.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1938_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1939.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1939_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1940.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1940_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1941.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1941_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1942.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1942_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1943.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1943_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1944.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1944_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1945.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1945_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1946.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1946_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1947.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1947_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1948.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1948_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1949.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1949_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1950.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1950_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1951.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1951_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1952.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1952_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1953.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1953_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1954.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1954_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1955.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1955_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1956.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1956_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1957.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1957_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1958.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1958_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1959.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1959_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1960.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1960_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1961.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1961_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1962.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1962_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1963.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1963_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1964.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1964_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1965.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1965_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1966.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1966_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1967.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1967_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1968.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1968_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1969.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1969_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1970.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1970_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1971.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1971_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1972.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1972_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1973.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1973_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1974.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1974_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1975.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1975_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1976.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1976_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1977.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1977_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1978.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1978_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1979.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1979_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1980.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1980_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1981.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1981_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1982.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1982_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1983.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1983_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1984.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1984_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1985.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1985_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1986.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1986_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1987.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1987_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1988.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1988_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1989.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1989_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1990.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1990_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1991.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1991_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1992.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1992_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1993.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1993_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1994.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1994_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1995.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1995_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1996.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1996_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1997.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1997_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1998.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1998_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_1999.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_1999_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2000.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2000_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2001.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2001_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2002.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2002_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2003.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2003_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2004.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2004_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2005.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2005_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2006.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2006_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2007.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2007_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2008.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2008_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2009.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2009_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2010.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2010_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2011.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2011_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2012.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2012_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2013.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2013_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2014.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2014_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2015.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2015_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2016.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2016_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2017.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2017_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2018.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2018_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2019.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2019_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2020.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2020_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2021.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2021_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2022.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2022_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2023.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2023_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2024.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2024_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2025.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2025_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2026.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2026_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2027.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2027_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2028.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2028_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2029.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2029_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2030.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2030_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2031.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2031_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2032.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2032_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2033.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2033_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2034.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2034_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2035.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2035_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2036.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2036_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2037.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2037_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2038.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2038_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2039.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2039_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2040.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2040_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2041.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2041_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2042.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2042_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2043.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2043_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2044.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2044_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2045.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2045_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2046.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2046_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2047.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2047_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2048.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2048_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2049.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2049_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2050.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2050_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2051.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2051_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2052.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2052_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2053.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2053_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2054.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2054_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2055.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2055_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2056.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2056_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2057.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2057_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2058.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2058_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2059.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2059_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2060.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2060_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2061.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2061_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2062.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2062_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2063.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2063_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2064.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2064_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2065.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2065_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2066.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2066_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2067.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2067_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2068.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2068_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2069.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2069_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2070.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2070_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2071.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2071_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2072.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2072_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2073.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2073_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2074.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2074_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2075.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2075_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2076.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2076_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2077.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2077_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2078.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2078_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2079.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2079_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2080.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2080_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2081.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2081_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2082.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2082_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2083.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2083_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2084.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2084_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2085.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2085_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2086.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2086_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2087.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2087_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2088.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2088_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2089.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2089_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2090.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2090_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2091.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2091_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2092.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2092_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2093.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2093_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2094.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2094_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2095.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2095_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2096.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2096_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2097.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2097_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2098.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2098_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2099.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2099_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2100.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2100_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2101.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2101_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2102.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2102_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2103.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2103_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2104.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2104_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2105.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2105_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2106.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2106_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2107.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2107_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2108.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2108_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2109.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2109_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2110.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2110_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2111.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2111_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2112.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2112_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2113.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2113_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2114.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2114_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2115.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2115_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2116.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2116_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2117.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2117_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2118.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2118_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2119.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2119_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2120.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2120_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2121.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2121_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2122.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2122_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2123.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2123_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2124.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2124_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2125.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2125_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2126.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2126_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2127.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2127_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2128.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2128_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2129.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2129_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2130.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2130_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2131.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2131_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2132.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2132_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2133.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2133_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2134.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2134_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2135.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2135_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2136.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2136_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2137.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2137_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2138.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2138_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2139.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2139_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2140.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2140_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2141.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2141_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2142.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2142_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2143.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2143_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2144.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2144_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2145.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2145_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2146.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2146_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2147.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2147_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2148.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2148_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2149.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2149_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2150.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2150_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2151.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2151_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2152.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2152_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2153.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2153_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2154.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2154_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2155.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2155_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2156.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2156_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2157.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2157_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2158.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2158_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2159.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2159_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2160.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2160_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2161.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2161_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2162.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2162_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2163.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2163_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2164.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2164_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2165.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2165_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2166.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2166_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2167.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2167_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2168.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2168_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2169.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2169_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2170.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2170_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2171.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2171_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2172.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2172_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2173.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2173_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2174.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2174_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2175.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2175_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2176.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2176_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2177.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2177_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2178.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2178_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2179.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2179_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2180.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2180_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2181.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2181_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2182.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2182_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2183.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2183_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2184.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2184_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2185.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2185_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2186.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2186_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2187.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2187_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2188.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2188_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2189.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2189_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2190.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2190_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2191.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2191_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2192.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2192_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2193.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2193_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2194.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2194_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2195.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2195_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2196.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2196_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2197.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2197_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2198.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2198_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2199.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2199_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2200.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2200_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2201.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2201_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2202.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2202_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2203.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2203_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2204.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2204_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2205.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2205_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2206.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2206_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2207.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2207_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2208.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2208_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2209.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2209_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2210.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2210_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2211.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2211_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2212.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2212_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2213.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2213_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2214.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2214_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2215.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2215_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2216.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2216_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2217.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2217_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2218.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2218_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2219.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2219_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2220.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2220_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2221.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2221_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2222.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2222_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2223.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2223_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2224.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2224_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2225.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2225_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2226.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2226_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2227.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2227_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2228.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2228_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2229.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2229_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2230.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2230_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2231.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2231_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2232.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2232_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2233.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2233_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2234.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2234_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2235.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2235_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2236.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2236_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2237.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2237_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2238.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2238_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2239.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2239_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2240.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2240_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2241.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2241_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2242.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2242_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2243.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2243_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2244.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2244_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2245.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2245_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2246.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2246_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2247.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2247_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2248.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2248_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2249.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2249_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2250.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2250_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2251.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2251_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2252.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2252_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2253.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2253_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2254.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2254_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2255.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2255_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2256.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2256_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2257.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2257_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2258.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2258_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2259.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2259_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2260.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2260_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2261.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2261_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2262.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2262_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2263.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2263_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2264.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2264_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2265.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2265_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2266.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2266_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2267.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2267_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2268.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2268_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2269.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2269_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2270.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2270_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2271.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2271_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2272.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2272_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2273.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2273_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2274.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2274_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2275.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2275_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2276.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2276_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2277.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2277_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2278.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2278_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2279.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2279_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2280.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2280_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2281.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2281_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2282.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2282_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2283.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2283_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2284.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2284_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2285.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2285_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2286.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2286_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2287.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2287_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2288.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2288_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2289.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2289_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2290.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2290_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2291.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2291_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2292.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2292_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2293.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2293_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2294.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2294_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2295.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2295_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2296.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2296_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2297.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2297_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2298.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2298_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2299.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2299_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2300.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2300_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2301.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2301_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2302.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2302_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2303.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2303_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2304.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2304_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2305.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2305_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2306.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2306_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2307.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2307_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2308.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2308_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2309.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2309_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2310.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2310_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2311.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2311_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2312.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2312_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2313.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2313_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2314.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2314_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2315.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2315_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2316.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2316_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2317.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2317_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2318.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2318_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2319.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2319_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2320.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2320_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2321.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2321_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2322.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2322_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2323.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2323_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2324.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2324_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2325.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2325_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2326.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2326_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2327.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2327_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2328.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2328_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2329.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2329_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2330.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2330_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2331.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2331_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2332.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2332_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2333.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2333_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2334.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2334_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2335.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2335_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2336.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2336_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2337.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2337_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2338.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2338_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2339.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2339_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2340.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2340_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2341.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2341_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2342.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2342_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2343.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2343_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2344.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2344_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2345.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2345_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2346.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2346_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2347.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2347_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2348.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2348_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2349.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2349_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2350.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2350_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2351.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2351_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2352.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2352_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2353.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2353_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2354.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2354_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2355.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2355_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2356.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2356_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2357.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2357_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2358.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2358_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2359.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2359_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2360.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2360_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2361.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2361_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2362.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2362_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2363.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2363_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2364.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2364_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2365.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2365_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2366.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2366_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2367.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2367_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2368.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2368_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2369.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2369_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2370.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2370_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2371.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2371_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2372.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2372_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2373.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2373_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2374.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2374_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2375.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2375_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2376.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2376_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2377.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2377_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2378.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2378_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2379.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2379_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2380.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2380_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2381.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2381_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2382.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2382_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2383.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2383_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2384.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2384_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2385.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2385_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2386.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2386_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2387.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2387_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2388.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2388_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2389.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2389_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2390.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2390_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2391.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2391_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2392.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2392_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2393.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2393_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2394.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2394_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2395.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2395_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2396.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2396_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2397.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2397_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2398.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2398_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2399.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2399_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2400.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2400_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2401.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2401_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2402.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2402_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2403.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2403_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2404.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2404_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2405.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2405_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2406.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2406_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2407.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2407_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2408.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2408_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2409.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2409_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2410.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2410_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2411.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2411_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2412.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2412_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2413.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2413_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2414.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2414_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2415.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2415_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2416.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2416_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2417.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2417_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2418.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2418_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2419.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2419_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2420.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2420_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2421.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2421_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2422.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2422_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2423.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2423_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2424.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2424_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2425.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2425_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2426.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2426_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2427.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2427_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2428.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2428_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2429.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2429_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2430.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2430_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2431.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2431_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2432.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2432_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2433.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2433_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2434.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2434_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2435.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2435_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2436.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2436_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2437.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2437_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2438.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2438_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2439.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2439_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2440.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2440_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2441.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2441_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2442.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2442_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2443.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2443_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2444.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2444_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2445.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2445_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2446.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2446_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2447.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2447_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2448.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2448_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2449.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2449_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2450.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2450_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2451.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2451_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2452.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2452_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2453.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2453_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2454.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2454_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2455.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2455_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2456.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2456_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2457.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2457_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2458.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2458_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2459.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2459_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2460.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2460_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2461.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2461_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2462.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2462_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2463.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2463_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2464.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2464_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2465.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2465_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2466.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2466_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2467.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2467_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2468.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2468_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2469.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2469_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2470.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2470_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2471.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2471_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2472.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2472_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2473.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2473_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2474.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2474_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2475.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2475_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2476.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2476_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2477.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2477_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2478.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2478_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2479.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2479_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2480.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2480_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2481.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2481_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2482.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2482_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2483.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2483_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2484.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2484_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2485.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2485_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2486.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2486_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2487.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2487_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2488.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2488_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2489.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2489_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2490.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2490_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2491.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2491_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2492.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2492_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2493.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2493_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2494.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2494_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2495.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2495_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2496.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2496_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2497.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2497_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2498.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2498_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2499.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2499_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2500.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2500_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2501.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2501_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2502.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2502_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2503.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2503_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2504.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2504_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2505.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2505_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2506.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2506_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2507.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2507_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2508.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2508_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2509.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2509_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2510.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2510_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2511.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2511_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2512.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2512_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2513.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2513_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2514.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2514_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2515.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2515_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2516.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2516_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2517.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2517_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2518.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2518_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2519.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2519_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2520.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2520_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2521.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2521_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2522.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2522_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2523.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2523_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2524.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2524_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2525.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2525_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2526.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2526_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2527.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2527_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2528.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2528_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2529.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2529_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2530.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2530_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2531.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2531_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2532.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2532_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2533.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2533_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2534.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2534_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2535.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2535_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2536.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2536_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2537.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2537_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2538.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2538_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2539.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2539_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2540.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2540_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2541.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2541_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2542.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2542_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2543.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2543_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2544.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2544_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2545.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2545_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2546.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2546_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2547.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2547_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2548.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2548_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2549.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2549_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2550.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2550_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2551.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2551_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2552.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2552_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2553.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2553_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2554.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2554_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2555.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2555_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2556.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2556_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2557.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2557_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2558.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2558_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2559.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2559_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2560.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2560_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2561.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2561_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2562.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2562_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2563.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2563_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2564.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2564_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2565.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2565_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2566.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2566_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2567.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2567_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2568.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2568_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2569.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2569_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2570.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2570_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2571.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2571_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2572.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2572_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2573.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2573_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2574.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2574_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2575.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2575_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2576.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2576_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2577.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2577_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2578.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2578_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2579.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2579_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2580.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2580_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2581.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2581_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2582.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2582_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2583.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2583_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2584.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2584_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2585.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2585_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2586.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2586_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2587.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2587_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2588.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2588_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2589.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2589_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2590.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2590_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2591.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2591_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2592.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2592_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2593.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2593_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2594.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2594_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2595.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2595_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2596.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2596_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2597.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2597_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2598.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2598_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2599.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2599_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2600.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2600_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2601.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2601_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2602.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2602_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2603.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2603_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2604.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2604_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2605.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2605_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2606.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2606_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2607.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2607_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2608.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2608_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2609.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2609_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2610.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2610_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2611.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2611_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2612.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2612_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2613.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2613_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2614.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2614_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2615.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2615_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2616.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2616_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2617.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2617_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2618.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2618_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2619.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2619_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2620.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2620_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2621.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2621_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2622.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2622_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2623.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2623_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2624.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2624_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2625.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2625_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2626.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2626_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2627.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2627_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2628.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2628_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2629.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2629_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2630.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2630_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2631.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2631_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2632.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2632_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2633.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2633_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2634.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2634_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2635.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2635_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2636.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2636_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2637.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2637_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2638.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2638_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2639.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2639_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2640.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2640_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2641.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2641_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2642.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2642_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2643.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2643_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2644.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2644_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2645.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2645_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2646.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2646_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2647.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2647_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2648.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2648_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2649.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2649_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2650.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2650_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2651.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2651_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2652.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2652_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2653.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2653_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2654.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2654_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2655.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2655_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2656.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2656_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2657.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2657_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2658.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2658_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2659.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2659_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2660.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2660_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2661.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2661_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2662.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2662_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2663.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2663_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2664.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2664_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2665.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2665_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2666.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2666_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2667.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2667_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2668.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2668_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2669.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2669_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2670.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2670_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2671.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2671_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2672.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2672_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2673.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2673_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2674.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2674_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2675.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2675_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2676.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2676_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2677.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2677_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2678.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2678_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2679.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2679_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2680.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2680_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2681.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2681_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2682.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2682_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2683.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2683_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2684.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2684_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2685.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2685_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2686.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2686_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2687.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2687_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2688.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2688_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2689.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2689_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2690.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2690_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2691.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2691_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2692.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2692_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2693.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2693_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2694.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2694_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2695.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2695_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2696.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2696_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2697.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2697_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2698.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2698_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2699.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2699_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2700.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2700_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2701.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2701_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2702.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2702_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2703.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2703_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2704.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2704_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2705.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2705_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2706.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2706_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2707.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2707_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2708.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2708_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2709.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2709_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2710.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2710_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2711.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2711_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2712.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2712_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2713.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2713_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2714.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2714_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2715.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2715_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2716.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2716_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2717.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2717_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2718.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2718_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2719.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2719_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2720.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2720_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2721.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2721_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2722.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2722_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2723.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2723_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2724.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2724_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2725.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2725_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2726.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2726_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2727.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2727_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2728.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2728_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2729.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2729_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2730.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2730_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2731.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2731_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2732.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2732_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2733.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2733_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2734.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2734_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2735.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2735_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2736.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2736_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2737.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2737_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2738.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2738_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2739.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2739_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2740.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2740_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2741.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2741_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2742.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2742_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2743.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2743_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2744.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2744_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2745.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2745_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2746.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2746_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2747.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2747_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2748.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2748_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2749.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2749_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2750.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2750_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2751.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2751_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2752.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2752_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2753.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2753_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2754.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2754_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2755.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2755_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2756.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2756_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2757.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2757_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2758.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2758_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2759.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2759_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2760.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2760_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2761.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2761_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2762.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2762_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2763.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2763_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2764.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2764_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2765.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2765_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2766.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2766_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2767.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2767_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2768.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2768_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2769.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2769_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2770.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2770_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2771.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2771_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2772.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2772_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2773.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2773_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2774.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2774_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2775.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2775_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2776.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2776_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2777.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2777_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2778.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2778_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2779.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2779_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2780.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2780_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2781.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2781_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2782.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2782_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2783.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2783_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2784.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2784_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2785.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2785_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2786.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2786_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2787.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2787_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2788.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2788_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2789.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2789_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2790.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2790_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2791.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2791_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2792.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2792_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2793.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2793_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2794.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2794_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2795.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2795_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2796.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2796_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2797.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2797_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2798.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2798_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2799.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2799_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2800.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2800_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2801.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2801_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2802.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2802_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2803.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2803_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2804.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2804_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2805.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2805_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2806.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2806_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2807.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2807_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2808.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2808_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2809.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2809_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2810.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2810_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2811.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2811_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2812.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2812_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2813.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2813_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2814.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2814_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2815.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2815_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2816.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2816_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2817.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2817_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2818.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2818_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2819.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2819_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2820.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2820_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2821.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2821_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2822.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2822_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2823.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2823_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2824.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2824_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2825.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2825_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2826.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2826_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2827.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2827_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2828.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2828_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2829.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2829_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2830.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2830_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2831.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2831_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2832.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2832_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2833.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2833_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2834.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2834_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2835.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2835_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2836.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2836_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2837.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2837_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2838.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2838_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2839.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2839_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2840.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2840_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2841.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2841_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2842.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2842_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2843.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2843_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2844.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2844_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2845.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2845_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2846.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2846_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2847.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2847_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2848.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2848_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2849.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2849_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2850.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2850_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2851.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2851_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2852.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2852_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2853.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2853_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2854.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2854_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2855.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2855_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2856.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2856_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2857.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2857_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2858.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2858_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2859.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2859_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2860.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2860_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2861.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2861_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2862.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2862_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2863.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2863_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2864.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2864_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2865.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2865_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2866.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2866_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2867.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2867_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2868.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2868_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2869.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2869_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2870.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2870_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2871.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2871_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2872.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2872_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2873.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2873_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2874.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2874_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2875.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2875_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2876.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2876_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2877.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2877_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2878.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2878_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2879.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2879_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2880.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2880_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2881.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2881_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2882.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2882_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2883.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2883_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2884.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2884_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2885.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2885_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2886.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2886_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2887.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2887_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2888.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2888_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2889.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2889_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2890.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2890_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2891.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2891_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2892.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2892_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2893.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2893_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2894.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2894_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2895.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2895_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2896.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2896_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2897.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2897_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2898.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2898_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2899.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2899_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2900.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2900_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2901.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2901_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2902.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2902_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2903.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2903_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2904.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2904_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2905.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2905_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2906.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2906_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2907.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2907_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2908.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2908_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2909.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2909_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2910.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2910_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2911.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2911_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2912.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2912_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2913.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2913_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2914.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2914_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2915.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2915_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2916.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2916_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2917.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2917_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2918.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2918_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2919.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2919_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2920.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2920_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2921.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2921_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2922.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2922_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2923.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2923_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2924.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2924_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2925.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2925_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2926.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2926_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2927.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2927_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2928.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2928_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2929.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2929_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2930.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2930_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2931.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2931_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2932.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2932_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2933.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2933_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2934.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2934_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2935.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2935_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2936.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2936_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2937.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2937_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2938.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2938_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2939.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2939_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2940.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2940_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2941.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2941_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2942.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2942_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2943.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2943_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2944.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2944_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2945.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2945_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2946.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2946_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2947.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2947_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2948.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2948_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2949.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2949_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2950.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2950_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2951.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2951_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2952.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2952_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2953.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2953_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2954.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2954_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2955.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2955_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2956.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2956_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=50"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2957.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2957_open_q1","rotation_degrees_nearest_10":50,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2958.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2958_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2959.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2959_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2960.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2960_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2961.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2961_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2962.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2962_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2963.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2963_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2964.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2964_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2965.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2965_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2966.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2966_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2967.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2967_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=4; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2968.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2968_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":4,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2969.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2969_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2970.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2970_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2971.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2971_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2972.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2972_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2973.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2973_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2974.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2974_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2975.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2975_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2976.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2976_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2977.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2977_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2978.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2978_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2979.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2979_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=12; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2980.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2980_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":12,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=10; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2981.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2981_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":10,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2982.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2982_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2983.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2983_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2984.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2984_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2985.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2985_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=7; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2986.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2986_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":7,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2987.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2987_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2988.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2988_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2989.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2989_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=11; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2990.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2990_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":11,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=changing; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2991.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2991_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=6; shrink_pattern=constant; rotation_degrees_nearest_10=10"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2992.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2992_open_q1","rotation_degrees_nearest_10":10,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":6,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=constant; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2993.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2993_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=9; shrink_pattern=changing; rotation_degrees_nearest_10=20"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2994.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2994_open_q1","rotation_degrees_nearest_10":20,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":9,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2995.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2995_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=30"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2996.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2996_open_q1","rotation_degrees_nearest_10":30,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=changing; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2997.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2997_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=8; shrink_pattern=constant; rotation_degrees_nearest_10=40"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2998.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2998_open_q1","rotation_degrees_nearest_10":40,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":8,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=changing; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_2999.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_2999_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"changing","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}
{"acceptance_set":["shape_count=5; shrink_pattern=constant; rotation_degrees_nearest_10=0"],"dataset_version":"nested-hexagons-11.0.0","derivation":{},"image":"nested_hexagons_3000.png","prompt":"Work outward from the innermost shape to the outermost: count how many shapes are nested inside one another, decide whether each step shrinks by roughly the same factor or by a changing one, and estimate through how many degrees the innermost shape has been turned relative to the outermost, giving a value from 0 to 60 degrees to the nearest 10. State your conclusion, justify it by describing how you matched corresponding corners between the innermost and outermost shapes, and end with a confidence score from 0 to 1.","question_id":"nested_hexagons_3000_open_q1","rotation_degrees_nearest_10":0,"scoring":{"confidence_range":[0,1],"partial_credit_fields":["shape_count","shrink_pattern","rotation_degrees_nearest_10"]},"shape_count":5,"shrink_pattern":"constant","targets":["nested hexagons"],"tolerances":{"rotation_degrees_nearest_10":{"absolute_tolerance":10,"unit":"degrees"},"shape_count":{"absolute_tolerance":0,"unit":"count"}}}