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The dataset generation failed
Error code:   DatasetGenerationError
Exception:    TypeError
Message:      Couldn't cast array of type
struct<label: string, taxa: list<item: int64>>
to
{'target': Value('int64')}
Traceback:    Traceback (most recent call last):
                File "/usr/local/lib/python3.12/site-packages/datasets/builder.py", line 1872, in _prepare_split_single
                  for key, table in generator:
                                    ^^^^^^^^^
                File "/usr/local/lib/python3.12/site-packages/datasets/packaged_modules/json/json.py", line 295, in _generate_tables
                  self._cast_table(pa_table, json_field_paths=json_field_paths),
                  ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
                File "/usr/local/lib/python3.12/site-packages/datasets/packaged_modules/json/json.py", line 128, in _cast_table
                  pa_table = table_cast(pa_table, self.info.features.arrow_schema)
                             ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
                File "/usr/local/lib/python3.12/site-packages/datasets/table.py", line 2281, in table_cast
                  return cast_table_to_schema(table, schema)
                         ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
                File "/usr/local/lib/python3.12/site-packages/datasets/table.py", line 2233, in cast_table_to_schema
                  cast_array_to_feature(
                File "/usr/local/lib/python3.12/site-packages/datasets/table.py", line 1804, in wrapper
                  return pa.chunked_array([func(chunk, *args, **kwargs) for chunk in array.chunks])
                                           ^^^^^^^^^^^^^^^^^^^^^^^^^^^^
                File "/usr/local/lib/python3.12/site-packages/datasets/table.py", line 2101, in cast_array_to_feature
                  raise TypeError(f"Couldn't cast array of type\n{_short_str(array.type)}\nto\n{_short_str(feature)}")
              TypeError: Couldn't cast array of type
              struct<label: string, taxa: list<item: int64>>
              to
              {'target': Value('int64')}
              
              The above exception was the direct cause of the following exception:
              
              Traceback (most recent call last):
                File "/src/services/worker/src/worker/job_runners/config/parquet_and_info.py", line 1347, in compute_config_parquet_and_info_response
                  parquet_operations = convert_to_parquet(builder)
                                       ^^^^^^^^^^^^^^^^^^^^^^^^^^^
                File "/src/services/worker/src/worker/job_runners/config/parquet_and_info.py", line 980, in convert_to_parquet
                  builder.download_and_prepare(
                File "/usr/local/lib/python3.12/site-packages/datasets/builder.py", line 884, in download_and_prepare
                  self._download_and_prepare(
                File "/usr/local/lib/python3.12/site-packages/datasets/builder.py", line 947, in _download_and_prepare
                  self._prepare_split(split_generator, **prepare_split_kwargs)
                File "/usr/local/lib/python3.12/site-packages/datasets/builder.py", line 1739, in _prepare_split
                  for job_id, done, content in self._prepare_split_single(
                                               ^^^^^^^^^^^^^^^^^^^^^^^^^^^
                File "/usr/local/lib/python3.12/site-packages/datasets/builder.py", line 1925, in _prepare_split_single
                  raise DatasetGenerationError("An error occurred while generating the dataset") from e
              datasets.exceptions.DatasetGenerationError: An error occurred while generating the dataset

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id
string
domain
string
task
string
question
string
answer
dict
metadata
dict
algebra_REL-A1_00000
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [639.4267984578837, 25.010755222666937, 275.02931836911927] [223.21073814882274, 736.4712141640124, 676.6994874229113] [892.1795677048455, 86.93883262941615, 421.9218196852704] Panel 1: [639.4267984578837, 25.010755222666937, ...
{ "target": 0 }
{ "panels": [ [ [ 639.4267984578837, 25.010755222666937, 275.02931836911927 ], [ 223.21073814882274, 736.4712141640124, 676.6994874229113 ], [ 892.1795677048455, 86.93883262941615, 421.9218196852704 ] ]...
algebra_REL-A1_00001
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [717.9142707189759, 212.6265440541406, 499.23125949227733] [884.6831538867025, 642.8518702004242, 142.87159044206265] [139.6303195255063, 744.9889820916065, 538.9772896672904] Panel 1: [717.9142707189759, 212.6265440541406, 49...
{ "target": 6 }
{ "panels": [ [ [ 717.9142707189759, 212.6265440541406, 499.23125949227733 ], [ 884.6831538867025, 642.8518702004242, 142.87159044206265 ], [ 139.6303195255063, 744.9889820916065, 538.9772896672904 ] ],...
algebra_REL-A1_00002
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [539.2960887794584, 729.9310690899762, 201.1510633896959] [311.71629130089497, 995.1493566608947, 649.8780576394535] [438.10008391450407, 517.5758410355907, 121.00419586826573] Panel 1: [539.2960887794584, 729.9310690899762, 2...
{ "target": 3 }
{ "panels": [ [ [ 539.2960887794584, 729.9310690899762, 201.1510633896959 ], [ 311.71629130089497, 995.1493566608947, 649.8780576394535 ], [ 438.10008391450407, 517.5758410355907, 121.00419586826573 ] ]...
algebra_REL-A1_00003
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [189.89786726763714, 217.70089841417496, 58.483292007299404] [735.7371787890435, 60.95757147651582, 313.6048097697293] [50.142337263953564, 476.7885171089349, 919.3871308320753] Panel 1: [189.89786726763714, 217.70089841417496...
{ "target": 2 }
{ "panels": [ [ [ 189.89786726763714, 217.70089841417496, 58.483292007299404 ], [ 735.7371787890435, 60.95757147651582, 313.6048097697293 ], [ 50.142337263953564, 476.7885171089349, 919.3871308320753 ] ...
algebra_REL-A1_00004
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [130.81966070170225, 979.797953828836, 161.58197627388614] [441.83551186085054, 705.6674467599908, 560.9068647747464] [111.873880589335, 945.0509390466391, 691.0196237558764] Panel 1: [130.81966070170225, 979.797953828836, 161...
{ "target": 2 }
{ "panels": [ [ [ 130.81966070170225, 979.797953828836, 161.58197627388614 ], [ 441.83551186085054, 705.6674467599908, 560.9068647747464 ], [ 111.873880589335, 945.0509390466391, 691.0196237558764 ] ], ...
algebra_REL-A1_00005
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [385.1954333447272, 576.5880434965995, 254.72250613858193] [708.7852838341706, 1.6912782186294661, 925.5751654990827] [538.4519970927919, 719.4299991448455, 741.9500778394765] Panel 1: [385.1954333447272, 576.5880434965995, 25...
{ "target": 3 }
{ "panels": [ [ [ 385.1954333447272, 576.5880434965995, 254.72250613858193 ], [ 708.7852838341706, 1.6912782186294661, 925.5751654990827 ], [ 538.4519970927919, 719.4299991448455, 741.9500778394765 ] ],...
algebra_REL-A1_00006
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [848.3363473516597, 456.4618254701725, 801.4166017222644] [667.5777325863531, 987.8924530664481, 595.4523184694197] [950.0396084431559, 891.425925810437, 612.6523227617629] Panel 1: [848.3363473516597, 456.4618254701725, 801.4...
{ "target": 6 }
{ "panels": [ [ [ 848.3363473516597, 456.4618254701725, 801.4166017222644 ], [ 667.5777325863531, 987.8924530664481, 595.4523184694197 ], [ 950.0396084431559, 891.425925810437, 612.6523227617629 ] ], ...
algebra_REL-A1_00007
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [326.84580488130854, 761.2297078940271, 379.12621556413626] [752.0098235547848, 831.9242851552726, 252.2715317823806] [81.90623276164256, 19.38328705001069, 539.4190479225337] Panel 1: [326.84580488130854, 761.2297078940271, 3...
{ "target": 5 }
{ "panels": [ [ [ 326.84580488130854, 761.2297078940271, 379.12621556413626 ], [ 752.0098235547848, 831.9242851552726, 252.2715317823806 ], [ 81.90623276164256, 19.38328705001069, 539.4190479225337 ] ],...
algebra_REL-A1_00008
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [450.8020001937705, 750.4762818270062, 569.8496446783222] [668.1884704454935, 336.3966198913753, 494.306503615922] [325.01416788875946, 487.5499323913444, 354.82496617609524] Panel 1: [450.8020001937705, 750.4762818270062, 569...
{ "target": 4 }
{ "panels": [ [ [ 450.8020001937705, 750.4762818270062, 569.8496446783222 ], [ 668.1884704454935, 336.3966198913753, 494.306503615922 ], [ 325.01416788875946, 487.5499323913444, 354.82496617609524 ] ], ...
algebra_REL-A1_00009
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [629.4457069519983, 53.609074292533144, 149.19758447365516] [562.8395970845642, 303.8355118422277, 993.9181227102201] [118.45156221146158, 764.4434453261943, 606.3176512429628] Panel 1: [629.4457069519983, 53.609074292533144, ...
{ "target": 3 }
{ "panels": [ [ [ 629.4457069519983, 53.609074292533144, 149.19758447365516 ], [ 562.8395970845642, 303.8355118422277, 993.9181227102201 ], [ 118.45156221146158, 764.4434453261943, 606.3176512429628 ] ]...
algebra_REL-A1_00010
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [518.9638409876039, 442.22940442020285, 278.1565724424209] [996.9454749325635, 435.8849870770031, 814.2449445406033] [969.0552360657036, 470.0103949603517, 408.3480934300153] Panel 1: [518.9638409876039, 442.22940442020285, 27...
{ "target": 5 }
{ "panels": [ [ [ 518.9638409876039, 442.22940442020285, 278.1565724424209 ], [ 996.9454749325635, 435.8849870770031, 814.2449445406033 ], [ 969.0552360657036, 470.0103949603517, 408.3480934300153 ] ], ...
algebra_REL-A1_00011
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [998.9023332293388, 489.640346655701, 148.59541838278912] [538.5805777038737, 345.1239416930075, 551.917417070811] [543.430062958673, 455.3446168665011, 321.77735022903744] Panel 1: [998.9023332293388, 489.640346655701, 148.59...
{ "target": 3 }
{ "panels": [ [ [ 998.9023332293388, 489.640346655701, 148.59541838278912 ], [ 538.5805777038737, 345.1239416930075, 551.917417070811 ], [ 543.430062958673, 455.3446168665011, 321.77735022903744 ] ], ...
algebra_REL-A1_00012
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [683.1345799627139, 497.66725236795105, 583.157130652053] [232.1884442951523, 637.9046310035685, 459.570499176731] [666.8407172664807, 898.9085317003211, 465.2532555253015] Panel 1: [683.1345799627139, 497.66725236795105, 583....
{ "target": 4 }
{ "panels": [ [ [ 683.1345799627139, 497.66725236795105, 583.157130652053 ], [ 232.1884442951523, 637.9046310035685, 459.570499176731 ], [ 666.8407172664807, 898.9085317003211, 465.2532555253015 ] ], ...
algebra_REL-A1_00013
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [966.5002094627521, 860.1405968988219, 724.2167120755182] [979.9422427819035, 967.2697473000323, 804.5876440205619] [365.7750494055664, 790.6819685889375, 13.918655100901178] Panel 1: [966.5002094627521, 860.1405968988219, 724...
{ "target": 1 }
{ "panels": [ [ [ 966.5002094627521, 860.1405968988219, 724.2167120755182 ], [ 979.9422427819035, 967.2697473000323, 804.5876440205619 ], [ 365.7750494055664, 790.6819685889375, 13.918655100901178 ] ], ...
algebra_REL-A1_00014
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [215.95135191867476, 869.6954267695447, 328.5595534322304] [147.55417994144372, 900.5310356317582, 2.8355514800163517] [858.4061263801764, 144.687980320508, 129.9921314434368] Panel 1: [215.95135191867476, 869.6954267695447, 3...
{ "target": 4 }
{ "panels": [ [ [ 215.95135191867476, 869.6954267695447, 328.5595534322304 ], [ 147.55417994144372, 900.5310356317582, 2.8355514800163517 ], [ 858.4061263801764, 144.687980320508, 129.9921314434368 ] ],...
algebra_REL-A1_00015
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [431.8765185517403, 744.588969191879, 372.6468593759036] [130.11545357384335, 59.98097797084656, 956.6246238469065] [561.6833815697281, 670.0132647322959, 410.8086329221582] Panel 1: [431.8765185517403, 744.588969191879, 372.6...
{ "target": 6 }
{ "panels": [ [ [ 431.8765185517403, 744.588969191879, 372.6468593759036 ], [ 130.11545357384335, 59.98097797084656, 956.6246238469065 ], [ 561.6833815697281, 670.0132647322959, 410.8086329221582 ] ], ...
algebra_REL-A1_00016
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [7.687085899882873, 301.4193620184368, 211.23397922031228] [137.234805257327, 255.51950402145928, 328.1223559378411] [7.7299065693119395, 747.0141234297678, 175.6948018758423] Panel 1: [7.687085899882873, 301.4193620184368, 21...
{ "target": 6 }
{ "panels": [ [ [ 7.687085899882873, 301.4193620184368, 211.23397922031228 ], [ 137.234805257327, 255.51950402145928, 328.1223559378411 ], [ 7.7299065693119395, 747.0141234297678, 175.6948018758423 ] ],...
algebra_REL-A1_00017
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [351.94222262007656, 74.19065617328768, 461.7424864464541] [37.60724557109207, 368.7375994898128, 287.0770326013192] [644.6664695758374, 977.3685325331492, 90.29650401330281] Panel 1: [351.94222262007656, 74.19065617328768, 46...
{ "target": 6 }
{ "panels": [ [ [ 351.94222262007656, 74.19065617328768, 461.7424864464541 ], [ 37.60724557109207, 368.7375994898128, 287.0770326013192 ], [ 644.6664695758374, 977.3685325331492, 90.29650401330281 ] ], ...
algebra_REL-A1_00018
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [226.54304653388724, 137.5653531770793, 77.16508430087632] [844.4283886858833, 101.14076366789415, 770.874720363101] [835.1198266345559, 883.6821654925616, 37.74749235756125] Panel 1: [226.54304653388724, 137.5653531770793, 77...
{ "target": 5 }
{ "panels": [ [ [ 226.54304653388724, 137.5653531770793, 77.16508430087632 ], [ 844.4283886858833, 101.14076366789415, 770.874720363101 ], [ 835.1198266345559, 883.6821654925616, 37.74749235756125 ] ], ...
algebra_REL-A1_00019
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [472.45493304783093, 831.1104859321764, 758.8411547656073] [469.11012715549373, 615.3482571635484, 905.8574891032708] [19.00388491097038, 215.6547444683544, 149.51961896422682] Panel 1: [472.45493304783093, 831.1104859321764, ...
{ "target": 6 }
{ "panels": [ [ [ 472.45493304783093, 831.1104859321764, 758.8411547656073 ], [ 469.11012715549373, 615.3482571635484, 905.8574891032708 ], [ 19.00388491097038, 215.6547444683544, 149.51961896422682 ] ]...
algebra_REL-A1_00020
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [780.841566978425, 865.7982770780576, 331.92468638134454] [124.4750082443834, 368.019174314673, 889.4865170122814] [743.3077055196212, 894.6374949550533, 386.64476826069216] Panel 1: [780.841566978425, 865.7982770780576, 331.9...
{ "target": 2 }
{ "panels": [ [ [ 780.841566978425, 865.7982770780576, 331.92468638134454 ], [ 124.4750082443834, 368.019174314673, 889.4865170122814 ], [ 743.3077055196212, 894.6374949550533, 386.64476826069216 ] ], ...
algebra_REL-A1_00021
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [852.8262903843226, 452.04268524539737, 898.6790307862303] [445.11119274245505, 87.79074110473107, 681.9292602506372] [845.5212189746994, 319.58777209997015, 347.42529473856456] Panel 1: [852.8262903843226, 452.04268524539737,...
{ "target": 1 }
{ "panels": [ [ [ 852.8262903843226, 452.04268524539737, 898.6790307862303 ], [ 445.11119274245505, 87.79074110473107, 681.9292602506372 ], [ 845.5212189746994, 319.58777209997015, 347.42529473856456 ] ...
algebra_REL-A1_00022
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [41.19430352178411, 863.781191620033, 81.22285489336988] [948.5468539703916, 771.0223687944653, 264.65590783305447] [210.80837970196453, 572.1372024460642, 618.1084263249576] Panel 1: [41.19430352178411, 863.781191620033, 81.2...
{ "target": 0 }
{ "panels": [ [ [ 41.19430352178411, 863.781191620033, 81.22285489336988 ], [ 948.5468539703916, 771.0223687944653, 264.65590783305447 ], [ 210.80837970196453, 572.1372024460642, 618.1084263249576 ] ], ...
algebra_REL-A1_00023
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [73.53174974284182, 504.2555291232047, 764.4041147072396] [279.720677623982, 989.0907006207226, 680.3986401188607] [118.81101972358954, 975.082815413784, 393.90371272860716] Panel 1: [73.53174974284182, 504.2555291232047, 764....
{ "target": 5 }
{ "panels": [ [ [ 73.53174974284182, 504.2555291232047, 764.4041147072396 ], [ 279.720677623982, 989.0907006207226, 680.3986401188607 ], [ 118.81101972358954, 975.082815413784, 393.90371272860716 ] ], ...
algebra_REL-A1_00024
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [376.8247761856958, 956.6854921965481, 459.66353201958657] [533.127064573221, 546.2732192448302, 675.868576556368] [867.6544034549934, 680.7458895691416, 803.6525301137067] Panel 1: [376.8247761856958, 956.6854921965481, 459.6...
{ "target": 4 }
{ "panels": [ [ [ 376.8247761856958, 956.6854921965481, 459.66353201958657 ], [ 533.127064573221, 546.2732192448302, 675.868576556368 ], [ 867.6544034549934, 680.7458895691416, 803.6525301137067 ] ], ...
algebra_REL-A1_00025
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [175.0647754809631, 882.2449731648331, 175.78870753886255] [919.6348118509339, 997.1718030885099, 396.99457427829964] [495.3838973217578, 936.6087447777628, 962.1313800833424] Panel 1: [175.0647754809631, 882.2449731648331, 17...
{ "target": 4 }
{ "panels": [ [ [ 175.0647754809631, 882.2449731648331, 175.78870753886255 ], [ 919.6348118509339, 997.1718030885099, 396.99457427829964 ], [ 495.3838973217578, 936.6087447777628, 962.1313800833424 ] ],...
algebra_REL-A1_00026
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [664.0944393396638, 218.41162265732595, 247.46542930857774] [754.7395497248654, 873.1350584877333, 81.87030647327487] [446.7479774964833, 703.7661251558726, 78.10272214744019] Panel 1: [664.0944393396638, 218.41162265732595, 2...
{ "target": 1 }
{ "panels": [ [ [ 664.0944393396638, 218.41162265732595, 247.46542930857774 ], [ 754.7395497248654, 873.1350584877333, 81.87030647327487 ], [ 446.7479774964833, 703.7661251558726, 78.10272214744019 ] ],...
algebra_REL-A1_00027
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [937.4103611350669, 725.0239459089183, 112.84463876647732] [809.4781835391944, 419.2405984917521, 766.0534675139033] [883.7566218453745, 15.645796363549568, 206.08162185021416] Panel 1: [937.4103611350669, 725.0239459089183, 1...
{ "target": 1 }
{ "panels": [ [ [ 937.4103611350669, 725.0239459089183, 112.84463876647732 ], [ 809.4781835391944, 419.2405984917521, 766.0534675139033 ], [ 883.7566218453745, 15.645796363549568, 206.08162185021416 ] ]...
algebra_REL-A1_00028
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [587.583688827643, 671.4505222354119, 217.0165216877624] [208.8890885522503, 907.0328275335155, 303.18802563115764] [908.9941607068009, 211.80777204900804, 190.0236976301487] Panel 1: [587.583688827643, 671.4505222354119, 217....
{ "target": 1 }
{ "panels": [ [ [ 587.583688827643, 671.4505222354119, 217.0165216877624 ], [ 208.8890885522503, 907.0328275335155, 303.18802563115764 ], [ 908.9941607068009, 211.80777204900804, 190.0236976301487 ] ], ...
algebra_REL-A1_00029
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [933.9037210980009, 912.7514547348331, 659.2843419898627] [15.731766869219733, 532.2124850127366, 411.33850821741646] [16.726147602629915, 722.1927216257209, 535.7381029239248] Panel 1: [933.9037210980009, 912.7514547348331, 6...
{ "target": 4 }
{ "panels": [ [ [ 933.9037210980009, 912.7514547348331, 659.2843419898627 ], [ 15.731766869219733, 532.2124850127366, 411.33850821741646 ], [ 16.726147602629915, 722.1927216257209, 535.7381029239248 ] ]...
algebra_REL-A1_00030
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [988.4779579141031, 724.1635700943149, 500.7928516377251] [974.3233274359964, 53.6964319473936, 437.08825284349916] [838.674657613175, 340.59274647510597, 769.0056533654423] Panel 1: [988.4779579141031, 724.1635700943149, 500....
{ "target": 6 }
{ "panels": [ [ [ 988.4779579141031, 724.1635700943149, 500.7928516377251 ], [ 974.3233274359964, 53.6964319473936, 437.08825284349916 ], [ 838.674657613175, 340.59274647510597, 769.0056533654423 ] ], ...
algebra_REL-A1_00031
algebra
REL-A1
Complete the Raven's progressive matrix. Only return the missing panel index (1-8)! Panel 0: [379.8899561470482, 862.1983105655142, 440.2229214812533] [430.6162209471722, 823.5352401398752, 651.0368583666188] [594.3929190644955, 300.4352846791234, 603.211268389813] Panel 1: [379.8899561470482, 862.1983105655142, 440.2...
{ "target": 3 }
{ "panels": [ [ [ 379.8899561470482, 862.1983105655142, 440.2229214812533 ], [ 430.6162209471722, 823.5352401398752, 651.0368583666188 ], [ 594.3929190644955, 300.4352846791234, 603.211268389813 ] ], ...
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Evaluating Relational Reasoning in LLMs with REL

Authors: Lukas Fesser*, Yasha Ektefaie*, Ada Fang*, Sham M. Kakakde, Marinka Zitnik

* indicates equal contribution

Read our preprint here.

This repository contains the REL benchmarks for chemistry, biology, and algebra. For evaluation scripts please refer to our GitHub repo.


Algebra (1,000 questions)

All algebra tasks are Raven's Progressive Matrices: complete a 3×3 or 9×9 grid of number tuples by identifying the missing panel from 8 candidates. The matrix sizes differ in context length and difficulty.

Task RC RC min RC max Size Questions Assesses
REL-A1 2 2 2 3×3 and 9×9 125 each Constant rows — each row is identical; tests whether the model recognizes invariance
REL-A2 2 2 2 3×3 and 9×9 125 each Arithmetic progression — values shift by a fixed increment across rows; tests detection of linear trends
REL-A3 $n$ where $n\times n$ is the matrix size 3 9 3×3 and 9×9 125 each Permutation — each row is a cyclic permutation of the same values; tests recognition of reordering patterns
REL-A4 $n$ where $n\times n$ is the matrix size 3 9 3×3 and 9×9 125 each Row-Sum — the final value in each row is the sum of all other entries in the same row multiplied by either $\pm1$, depending on the column.

Biology (7,952 questions)

All biology tasks are REL-B1, split across 12 files by phylogenetic tree/alignment instance. Each question presents a multiple sequence alignment (FASTA) and a phylogenetic tree, and asks whether structured homoplasy is present and which taxa are involved.

Task RC RC min RC max Files Total questions Assesses
REL-B1 Number of homoplastic taxa 2 25 001–012 7,952 Homoplasy detection — identifying convergent evolution where distantly related taxa independently share nucleotide motifs across many alignment columns more than expected by chance; tests relational pattern recognition over long biological sequences

Chemistry (4,016 questions)

Task RC RC min RC max Questions Assesses
REL-C1 2 2 2 1,000 Constitutional isomer identification — given a set of SMILES, determine whether all molecules share the same molecular formula (same atoms, different connectivity); tests recognition of molecular equivalence relations
REL-C2 2 2 2 1,016 Maximum common substructure (MCS) — find the largest single connected chemical motif present in every molecule in the set; tests relational reasoning over graph structure
REL-C3 Number of isomers 1 92 1,000 Isomer set completion — given a partial set of constitutional isomers, identify all missing members; tests exhaustive enumeration of a structural equivalence class
REL-C4 Number of molecules 5 50 1,000 Constrained motif extraction — extract one substructure from each of the molecules such that a specified functional group count sums to a target value; tests joint constraint satisfaction over molecular substructures

Citation

@article{fesser2026rel,
  title         = {Evaluating Relational Reasoning in LLMs with REL},
  author        = {Lukas Fesser and Yasha Ektefaie and Ada Fang and Sham M. Kakade and Marinka Zitnik},
  year          = {2026},
  journal       = {arXiv preprint arXiv:2604.12176},
  eprint        = {2604.12176},
  archivePrefix = {arXiv},
  url           = {https://arxiv.org/abs/2604.12176}
}
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