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The dataset generation failed because of a cast error
Error code: DatasetGenerationCastError Exception: DatasetGenerationCastError Message: An error occurred while generating the dataset All the data files must have the same columns, but at some point there are 1 new columns ({'full answer'}) This happened while the csv dataset builder was generating data using hf://datasets/sujr/VLMEval/gqa.tsv (at revision c40841efe3d47ad4c01ac36a641b4f2d41ce869f) Please either edit the data files to have matching columns, or separate them into different configurations (see docs at https://hf.co/docs/hub/datasets-manual-configuration#multiple-configurations) Traceback: Traceback (most recent call last): File "/src/services/worker/.venv/lib/python3.9/site-packages/datasets/builder.py", line 2013, in _prepare_split_single writer.write_table(table) File "/src/services/worker/.venv/lib/python3.9/site-packages/datasets/arrow_writer.py", line 585, in write_table pa_table = table_cast(pa_table, self._schema) File "/src/services/worker/.venv/lib/python3.9/site-packages/datasets/table.py", line 2302, in table_cast return cast_table_to_schema(table, schema) File "/src/services/worker/.venv/lib/python3.9/site-packages/datasets/table.py", line 2256, in cast_table_to_schema raise CastError( datasets.table.CastError: Couldn't cast index: int64 image: string question: string answer: string full answer: string -- schema metadata -- pandas: '{"index_columns": [{"kind": "range", "name": null, "start": 0, "' + 830 to {'index': Value(dtype='int64', id=None), 'image': Value(dtype='string', id=None), 'question': Value(dtype='string', id=None), 'answer': Value(dtype='string', id=None)} because column names don't match During handling of the above exception, another exception occurred: Traceback (most recent call last): File "/src/services/worker/src/worker/job_runners/config/parquet_and_info.py", line 1391, in compute_config_parquet_and_info_response parquet_operations, partial, estimated_dataset_info = stream_convert_to_parquet( File "/src/services/worker/src/worker/job_runners/config/parquet_and_info.py", line 990, in stream_convert_to_parquet builder._prepare_split( File "/src/services/worker/.venv/lib/python3.9/site-packages/datasets/builder.py", line 1884, in _prepare_split for job_id, done, content in self._prepare_split_single( File "/src/services/worker/.venv/lib/python3.9/site-packages/datasets/builder.py", line 2015, in _prepare_split_single raise DatasetGenerationCastError.from_cast_error( datasets.exceptions.DatasetGenerationCastError: An error occurred while generating the dataset All the data files must have the same columns, but at some point there are 1 new columns ({'full answer'}) This happened while the csv dataset builder was generating data using hf://datasets/sujr/VLMEval/gqa.tsv (at revision c40841efe3d47ad4c01ac36a641b4f2d41ce869f) Please either edit the data files to have matching columns, or separate them into different configurations (see docs at https://hf.co/docs/hub/datasets-manual-configuration#multiple-configurations)
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index
int64 | image
string | question
string | answer
string |
---|---|---|---|
0 | 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 | Are there any other things that are the same shape as the big metallic object? Please answer yes or no. | no |
1 | 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 | Is there a big brown object of the same shape as the green thing? Please answer yes or no. | yes |
3 | 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 | There is a small gray block; are there any spheres to the left of it? Please answer yes or no. | yes |
4 | 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 | Is the purple thing the same shape as the large gray rubber thing? Please answer yes or no. | no |
9 | 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 | Does the green rubber object have the same shape as the gray thing that is on the right side of the big purple object? Please answer yes or no. | no |
11 | 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 | Is there anything else that has the same color as the large shiny cube? Please answer yes or no. | yes |
13 | 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 | Is the color of the big matte object the same as the large metal cube? Please answer yes or no. | yes |
14 | 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diXFM5FdGuxxujH41pWOglpA1xJuUfwqODW+tpGvbNTKoUYAq3iJtWJVNCbQqgDgAYFRnGalbkVATzWBYvFcDdxpJqt1uUEeY3Ue9d20gXrXDTfNqNw3qx/nW+HWrM6mxEbSA/8ALMfhTTYw9gw+hqxRXbZGNylJapHgh3qPywOkpH1WrNyflFVSaOVEuTQ4Bx0kQ/UU8M4/hib8ahzSUcqDmZbByObYN9CKtQjSf7PvvtdhLJctFttxt+UMerEgggjtwQaq2nc1YlfZA7egNFir3HeArd4bq6DgjaoK59Cf/rV3Vcf4BUtbXkpOcuFH6n+tdjXBXtz2R1LYaaz77VbWx4kfL/3F5NZGu+JPJlNlYndLnDuP4T6D3qhpS2Yu45NSaR4d2Zdh+YjvjNXTw7lrI2p0+bctXHiK7kJ+zwBF9W5NZk2tann5p9vtgVs+L/FWjTpFbaHpUdnBCCN55kk/3jXn091LcPyxxWko047I1lGEdEasl5JI5Z3ySeTQtwO4B+lZYiZo+9VHeWI4DsKPaOJjKEXujp43Vx8pzU61ykOpSxMCTn3rorG8S7jBBAb0raE1PY5p0+XVFwU6kFLVmQU0040xqTAs6ZF5t/GOwO6unxWJoUeZZZD2GK268+u7zN4LQSkxS0lYlmoBS4opciqEGKXFN3ik30ASYzUbAL9KTcTSHkc0AZusAPYvjkgg1zBrrryHfbyJ6qa5I0MBhpVoIoFIY8VWvYt8Qx2q0KbIMrSAzrb92wHar4OagMYU5FOVsUATV1WmNv06E/7OK5MuqrlmAHvWiniWzsrZIIUeZlHJ+6M1LaW4m0tzp6K5B/GE+fltIwPdiakh8Ytn99aDHco1TzxJ54nWUVR0/VbXUkJgf5h95G4Iq9V3uXuLS02loAdRSUUAOpQabSjrTAeDTs0wU4UAPopBRQAp6VXk+U1PVe64TNMChcSYB5rlGH7+RvU10FzJ71gfxMfeuvDLcxqhTWYDrQ7ACqU8jE+1db0MRZ5QxwO1V91MLetN3UkxNEu6lFQg81PEpY9KLhYu2owhpb5ttlKf9k06JdiAVBqbYsXqio7m/wCBI9mgM5/jlJqfxVrf9mWIihbFxNwvsO5pfCw8nw1ajuwJ/WuI8R3j3+vzsCfLh/drz6f/AF81xxgp1XfZHVEr2zP5yvnnOc1aubto0wDyaueGNCm1y7aGKWKNljeRmlbaqqoyTmsK/kzKwBBAOM1vUbSudKuo3K8spduTUltCXYcVXQbmrd0y13sOK5oq7CKuyzBYFoc7e1Y2oWuxjxXtvw/i8NR295Hrqx+YwHltJ0Awc4968t8SR2639wLYloA7CMnqVzxW84LlNZwsjjHXBqexunt7hWDEDNJMuGNQgYNcqbi7o5WjuYJBLErjv1FS1maRIWt1BPUVp13xd1c5KkeWVhDTDTjTDyaTJR0WixbLHd3dia0Kp2yGK2jXphRUwkYV5kndtnStiU0lNEg70u4GpGaOTRSUVQhaWkozQAtFJmjNAAcEYNcvqWnyWszOqkwscgjt7GuozSHBGCARQBxBpK6qbSbOYk+XsJ7ocVUfQIj9ydx9QDSGYamhyAtbH/CP+k5P0FPXw8g5Yu31akBzbHmrFvY3FyRtQhf7zcCt+PTYIGysC5HcjNT4I7UAcFcu4uZELHCsVAqDitXVLXN5MFwG3E81mG3nB+4D9Grkbu2crd2N4NOAFTxWZZGaRtmOgxnNNjtg7kGQ4HoMZqeZCuaWgI0eowzhwF3hCM8tn2ruq4WyVYLmEqMAOD+td1W1F3TNaLumLS0lFbGwtLSUuKAFFKKAKcBTAUUoopaAClpKKYC1VuTlCKs1XnjJBxQBz07fORWR3NbF6hjlJ9ax67cL1MKvQhlHNV3APWrbc1CY811NGZUaEGm+RVvyjSiL1qeUCukIzVuNAooVAKfTSAXNUtWbFi1XKoauf9FA9WAp7DjuddpUyxaRbxHgrEK88AMru/Vncn8zXXT3yW0Kx5xtQL+lcxYLumX0Brnw6u5M6oLWw9pJLaHapK5GDismUlmNdNNbK5JxndxWTdWGx/kP4VM027HTKNkUrdMsK77wTYWl7rNpb3kvkwSOFd/SuJhiKMMjFb2n3RhAwcUU9GXS0Z13i+Ky0zWbm20+cTWyEBHBznj171wOoTbya0L69MuSTWHO5YmqqTvoOpK5nzDLGolTJ4FWGQk1bs7Ilg7DgdBWCjdmFrs0dOTyljWtWq+n2zXF2kSEA8nJrbGiy/xSoPoCa6VOMVZswxEW5KxlGpbO2a5uFAHyg5Y+la0ejQqcySM/sOBV5IkhTZGgVfQVlUrq1omUYPqJiinGm1yM2EpKWikBqZozTc0ZpiHZozSZozQAuaM03NFIB2aTNKFJpwSgY3BNOEfrTwAKWgAAApaTNFAiKRO4qIgHtVqoJU28jpQByWtxhNSfH8Sg1mZwa19cB+1Ix7risc9a4qmkmck/iZKOVNUhJskFXEPFZ84KyY96ztqJGijYYEdjmu/RdyKfUZrzmOTAH0r0SzcvZQkjBKDr9K0hUjTTcjagm20SbKXbS0tZSx3ZHXyCBaXFLRV08bFu0lYTh2DFLRRXcQFLRSUALRRRQAUEAjBoopgZOrWhMBdBnHNcoxwMd69AZQVIPIIrBm0K0lcsN6E/3TXRQqqF7mc4cxzXWkrcfw4P4Llx/vKDULeH7kfdnjP1BFdSrwMvZyMmir7aLfr0RG+jVC+n3qdbVz/u4NWqsH1FyS7FalpzRSp9+GVfqhphYDqcfWqUovZisxaz9T+Z7ZPWUVfyD0IqH7O1xeRkDKx/MTU1HaLZUNyprCN5iyc7TVfTf+Pg+nWt24t1uIWRh24rn132V0VfiuWjOx1Q0lc2G3Y+U81SljmkfLJ+VXI3EigipBXSdco8yGpaxMihl5xS/YEH3WIqQNTt1KyLSRRlsGP8f6VWbTOeXrVZs1G1S4oTiiglhHGc4yfepxHjpUpNPgia4lWNBliaLJCskanh6zLNLcEcAbV/rW4VIp9nbLaWqRL2HJ9TUpANcU5c0rnJN3dyrSVO0YqIoRUXJGUlOxSUgG0UtFAF/NGaTFKBQAUtKBTgKAGhaeFoozQAvSlpKKAFopKWkAtFJRnFADqazADn8qY0nYVHnJ5oAwPEMTARygfJnH0rn67yWJJ4mjkUMh6g1iXHhsFibebA/uuP61z1INu6MKkG3dGApxUEgBbNbUmgXaA/NHj1yf8ACoItDdn/AHk34KKzVORmqcijapvuol2lhuGQPSvR0IZAV6EcYrAtLGG0TEa/MerHqas2lxJF8mcqD0NYYqk0kzroR5bmxRUUcyuOhFTDae9cJ0BSMwRSx7U/5R2z9arzksvNJasCRHyqk+lSVBFzGv0qUV78XojAdRS0lUIKKKWmAlLRRTARvumqp4Jq03Sqcz7Tgdaa1InNQV5C0VXLM3U0la8pxyxq6Is0YqsCR0NPWUjryKTiyoYyDdpKxNtHpUbQRN96NT9RTwQwyKWpudi11RTfTbN/vW8Z/wCA01rCFYysUaoPQCrtJilcdjnJ7VomPpWfe6cl2nPDjo1dfLAkowRWbPp7LynIoTGcQEudPl2Sr8vYjpV6KdJBwea2prcMpSVAR7isqbRsEtbybD/dbpXRCtbRm0JtaMUGlzVQw38H3oS4HdTmmfbXXh7eUH/cNbqpF9TZTiy7mmk1V+2M3C20xP8AuGnpHf3JwkAiHq55/Kk6kV1BziiVVMjBV5Jrp9JsI7VN7cyHqTVPSNH+z/vZmMkh7mtvFctSrzaLY55zctCeg1AGIqQSZ61iZjqaRmndaSgCJkqMpVmmkUhFYikqcpTClAFvFOpKKYC0tJRSAWikpaAFopKWgBaKSgmgALYqMsTQxptABRRRSAWjNFOVM0AAXfxUMlssZyB1q6qgUpUMMGkBlSKEXIqrD98+9XruFlBHb1qhCMNXNil7hUNzTh6VbSqcJ4q2leTI2JahlHBqWo5OlJbgOgXMKmpQKbbf6hfxqXIr3abvFGDG4pKdRVgNopaKYhKKWopyVjNMCKe5VOBVJJPN3N3yQaZI3Uk1QinaK5cjlSelaQ0Zx4xXgamKMU1JVkHBwfQ1JitjyxuKMU7B9KQ4Uc0CHRHDEeozU1VrZi8rnsBgVaxWE3qezhU1SVxuKSn4pMVJ0jcUYpcUYoAieGN/vKDVZ9OibpkVeoxTuMyzpfo9MOlMf4hWtRii47mUukr/ABPViKyii6LzVykxSAjxikqTFNK0CGYpMU/FJikIAxFPDZqPFHSgCakxTVanZzQAmKaRT6SgCSikpaBC0UlLQAtFJS0ALRSUtABRRRQA0im7alxRikBFtNKFNSACnYoAYqVIBiilFACinCkpc4FIYkiK8ZDVhvG0VwysMc8fStotk1HLbpOBu4YdG9KxrQc42Q1oypD2q4lQrbSR9tw9RU6A/wB0/lXlTpzT2NU0SU1xmngH0/OnIq7ueadPDzk9rA5IdEmyBQevWg05jTCa9aKsrGTEoyaKSrELupc02lpiHUyZQ0ZpaU8rTA5LULlo2ZB1pkOS2T1xU+u2xSVZMfKeKhiHzVrE48V8Jdj7VaRj6mqsdWF6VoeYyXcfWo3PFOpj0xIlsB/rD7irmKr6ev7lz6tVsrWEtz26GlNEeKKcRSYqTUbikxT8UlAxtFOxSYoAbRS4oxQA2kp2KTFFxjaTFOxRigQzFGKdikxQA3FNIp9GKQDMUoNLikoAeDRTRTqAFpaSlpiFopKWgBaKSloAWikpaQC0UUUALS0lLQMKWkpaAFpRSUtAC5xTGbNDNTRSAcKcDTKUGkBIGpd2ajzS5pWGOOexp68CmL1qWiwDc0ZpSKbginYQUUUUAFLRS0xBSikpwpgUtTshd2joB82Mj61zsQ55rsRWLfaayytNCuVJyyjtVwepy4mDlHQqR1OtQJU61seUx9RvT6RYnmfYgyf5UMIpt2Re09P9EB9SasFafBEIoljHYU4iudvU9yCtFIhxSYqQikIpFkeKTFPIpMUDGbaTFSYpMUAM20hWpMUYoAixSYqQrTSKAGYpMU/FJQA3FJinYpKAG0mKdijFADMUmKfikxQA2nCkxSigBaKSlpiFopKWgBaWkopALS0lLQMWikpaAFpaSloAKWkpaAFpCaWmmgBpooIopALS0lLQAtKOaQU9RQA9eKdSCigBaWkpaAExSYp1LQA3FFOxS4oENFKKXFLQAopmcGn1GetMVhklrBKcvGM+o4NRf2dDnh3H5VYzS5pqTRlKjCW6IBYQL13N9TUyqka7UUKPalzSUNt7jjSjH4UGeacaZjmnDOKRoJijFLRQMbim4p9JSGMIoxT6SgBmKMU7FGKAGYpCKfikxQBGVppFSkU0imBHikxUhWmkUAMxSYp+KTFADMUmKfikxQA3FGKdijFADKWkpaBBS0lLQMWiiigBaWkpaAFooooAWlpKWgApaSloAWjFFLQA3FJin0uKQDNtKFp2KXFACAU8CkpaAFpaSloAKWkpaACloooAWiiigBaWkpaADtUZ61J2phoENpaKKACkpaKAEpy0lKKAHYpCKdRQMZikp9GKAGYpKcRSYoASkp1JigBuKMU7FJQA2kxTqKAGEUhFPxRigCMim4qUimkUAR4pMVJikxQAzFJin4pMUwIKWkpaAClpKWgBaKKKAFpaSloAWiiigBaWkpaAFoopaAClpBS0ALS0lLSAKWiigBaWkpaACloooAWiiloAKWkpaACloooAKWiigAppFPpCKAI6KdikxQAlFLRigBKUClxSgUAKKKXFFACUUtJQAlFLRQA3FJinUUAMxSYp9JQA3FJT6TFADcUmKdikoAbSEU6igBmKTFPpKAGYpMU+koAqUUUtMApaSloAWiiloAKWkpaAFpaSloAKWkpaAFpaSloAWiiikAtLSUtAC0UUtAC0UUUALS0lLQAUtFFAC0UUtABS0UUAFLRRQAUUUtACYpMU6jFADcUYp2KMUAJijFOooASilpKACkpaKAEopaSgBKKWkoASkp1JQAlJS0UANpKdSUAJSUtJQAlJTqSgBtJTjSUAf//Z | Are there more shiny things that are to the left of the yellow rubber thing than small red spheres? Please answer yes or no. | yes |
17 | 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diXFM5FdGuxxujH41pWOglpA1xJuUfwqODW+tpGvbNTKoUYAq3iJtWJVNCbQqgDgAYFRnGalbkVATzWBYvFcDdxpJqt1uUEeY3Ue9d20gXrXDTfNqNw3qx/nW+HWrM6mxEbSA/8ALMfhTTYw9gw+hqxRXbZGNylJapHgh3qPywOkpH1WrNyflFVSaOVEuTQ4Bx0kQ/UU8M4/hib8ahzSUcqDmZbByObYN9CKtQjSf7PvvtdhLJctFttxt+UMerEgggjtwQaq2nc1YlfZA7egNFir3HeArd4bq6DgjaoK59Cf/rV3Vcf4BUtbXkpOcuFH6n+tdjXBXtz2R1LYaaz77VbWx4kfL/3F5NZGu+JPJlNlYndLnDuP4T6D3qhpS2Yu45NSaR4d2Zdh+YjvjNXTw7lrI2p0+bctXHiK7kJ+zwBF9W5NZk2tann5p9vtgVs+L/FWjTpFbaHpUdnBCCN55kk/3jXn091LcPyxxWko047I1lGEdEasl5JI5Z3ySeTQtwO4B+lZYiZo+9VHeWI4DsKPaOJjKEXujp43Vx8pzU61ykOpSxMCTn3rorG8S7jBBAb0raE1PY5p0+XVFwU6kFLVmQU0040xqTAs6ZF5t/GOwO6unxWJoUeZZZD2GK268+u7zN4LQSkxS0lYlmoBS4opciqEGKXFN3ik30ASYzUbAL9KTcTSHkc0AZusAPYvjkgg1zBrrryHfbyJ6qa5I0MBhpVoIoFIY8VWvYt8Qx2q0KbIMrSAzrb92wHar4OagMYU5FOVsUATV1WmNv06E/7OK5MuqrlmAHvWiniWzsrZIIUeZlHJ+6M1LaW4m0tzp6K5B/GE+fltIwPdiakh8Ytn99aDHco1TzxJ54nWUVR0/VbXUkJgf5h95G4Iq9V3uXuLS02loAdRSUUAOpQabSjrTAeDTs0wU4UAPopBRQAp6VXk+U1PVe64TNMChcSYB5rlGH7+RvU10FzJ71gfxMfeuvDLcxqhTWYDrQ7ACqU8jE+1db0MRZ5QxwO1V91MLetN3UkxNEu6lFQg81PEpY9KLhYu2owhpb5ttlKf9k06JdiAVBqbYsXqio7m/wCBI9mgM5/jlJqfxVrf9mWIihbFxNwvsO5pfCw8nw1ajuwJ/WuI8R3j3+vzsCfLh/drz6f/AF81xxgp1XfZHVEr2zP5yvnnOc1aubto0wDyaueGNCm1y7aGKWKNljeRmlbaqqoyTmsK/kzKwBBAOM1vUbSudKuo3K8spduTUltCXYcVXQbmrd0y13sOK5oq7CKuyzBYFoc7e1Y2oWuxjxXtvw/i8NR295Hrqx+YwHltJ0Awc4968t8SR2639wLYloA7CMnqVzxW84LlNZwsjjHXBqexunt7hWDEDNJMuGNQgYNcqbi7o5WjuYJBLErjv1FS1maRIWt1BPUVp13xd1c5KkeWVhDTDTjTDyaTJR0WixbLHd3dia0Kp2yGK2jXphRUwkYV5kndtnStiU0lNEg70u4GpGaOTRSUVQhaWkozQAtFJmjNAAcEYNcvqWnyWszOqkwscgjt7GuozSHBGCARQBxBpK6qbSbOYk+XsJ7ocVUfQIj9ydx9QDSGYamhyAtbH/CP+k5P0FPXw8g5Yu31akBzbHmrFvY3FyRtQhf7zcCt+PTYIGysC5HcjNT4I7UAcFcu4uZELHCsVAqDitXVLXN5MFwG3E81mG3nB+4D9Grkbu2crd2N4NOAFTxWZZGaRtmOgxnNNjtg7kGQ4HoMZqeZCuaWgI0eowzhwF3hCM8tn2ruq4WyVYLmEqMAOD+td1W1F3TNaLumLS0lFbGwtLSUuKAFFKKAKcBTAUUoopaAClpKKYC1VuTlCKs1XnjJBxQBz07fORWR3NbF6hjlJ9ax67cL1MKvQhlHNV3APWrbc1CY811NGZUaEGm+RVvyjSiL1qeUCukIzVuNAooVAKfTSAXNUtWbFi1XKoauf9FA9WAp7DjuddpUyxaRbxHgrEK88AMru/Vncn8zXXT3yW0Kx5xtQL+lcxYLumX0Brnw6u5M6oLWw9pJLaHapK5GDismUlmNdNNbK5JxndxWTdWGx/kP4VM027HTKNkUrdMsK77wTYWl7rNpb3kvkwSOFd/SuJhiKMMjFb2n3RhAwcUU9GXS0Z13i+Ky0zWbm20+cTWyEBHBznj171wOoTbya0L69MuSTWHO5YmqqTvoOpK5nzDLGolTJ4FWGQk1bs7Ilg7DgdBWCjdmFrs0dOTyljWtWq+n2zXF2kSEA8nJrbGiy/xSoPoCa6VOMVZswxEW5KxlGpbO2a5uFAHyg5Y+la0ejQqcySM/sOBV5IkhTZGgVfQVlUrq1omUYPqJiinGm1yM2EpKWikBqZozTc0ZpiHZozSZozQAuaM03NFIB2aTNKFJpwSgY3BNOEfrTwAKWgAAApaTNFAiKRO4qIgHtVqoJU28jpQByWtxhNSfH8Sg1mZwa19cB+1Ix7risc9a4qmkmck/iZKOVNUhJskFXEPFZ84KyY96ztqJGijYYEdjmu/RdyKfUZrzmOTAH0r0SzcvZQkjBKDr9K0hUjTTcjagm20SbKXbS0tZSx3ZHXyCBaXFLRV08bFu0lYTh2DFLRRXcQFLRSUALRRRQAUEAjBoopgZOrWhMBdBnHNcoxwMd69AZQVIPIIrBm0K0lcsN6E/3TXRQqqF7mc4cxzXWkrcfw4P4Llx/vKDULeH7kfdnjP1BFdSrwMvZyMmir7aLfr0RG+jVC+n3qdbVz/u4NWqsH1FyS7FalpzRSp9+GVfqhphYDqcfWqUovZisxaz9T+Z7ZPWUVfyD0IqH7O1xeRkDKx/MTU1HaLZUNyprCN5iyc7TVfTf+Pg+nWt24t1uIWRh24rn132V0VfiuWjOx1Q0lc2G3Y+U81SljmkfLJ+VXI3EigipBXSdco8yGpaxMihl5xS/YEH3WIqQNTt1KyLSRRlsGP8f6VWbTOeXrVZs1G1S4oTiiglhHGc4yfepxHjpUpNPgia4lWNBliaLJCskanh6zLNLcEcAbV/rW4VIp9nbLaWqRL2HJ9TUpANcU5c0rnJN3dyrSVO0YqIoRUXJGUlOxSUgG0UtFAF/NGaTFKBQAUtKBTgKAGhaeFoozQAvSlpKKAFopKWkAtFJRnFADqazADn8qY0nYVHnJ5oAwPEMTARygfJnH0rn67yWJJ4mjkUMh6g1iXHhsFibebA/uuP61z1INu6MKkG3dGApxUEgBbNbUmgXaA/NHj1yf8ACoItDdn/AHk34KKzVORmqcijapvuol2lhuGQPSvR0IZAV6EcYrAtLGG0TEa/MerHqas2lxJF8mcqD0NYYqk0kzroR5bmxRUUcyuOhFTDae9cJ0BSMwRSx7U/5R2z9arzksvNJasCRHyqk+lSVBFzGv0qUV78XojAdRS0lUIKKKWmAlLRRTARvumqp4Jq03Sqcz7Tgdaa1InNQV5C0VXLM3U0la8pxyxq6Is0YqsCR0NPWUjryKTiyoYyDdpKxNtHpUbQRN96NT9RTwQwyKWpudi11RTfTbN/vW8Z/wCA01rCFYysUaoPQCrtJilcdjnJ7VomPpWfe6cl2nPDjo1dfLAkowRWbPp7LynIoTGcQEudPl2Sr8vYjpV6KdJBwea2prcMpSVAR7isqbRsEtbybD/dbpXRCtbRm0JtaMUGlzVQw38H3oS4HdTmmfbXXh7eUH/cNbqpF9TZTiy7mmk1V+2M3C20xP8AuGnpHf3JwkAiHq55/Kk6kV1BziiVVMjBV5Jrp9JsI7VN7cyHqTVPSNH+z/vZmMkh7mtvFctSrzaLY55zctCeg1AGIqQSZ61iZjqaRmndaSgCJkqMpVmmkUhFYikqcpTClAFvFOpKKYC0tJRSAWikpaAFopKWgBaKSgmgALYqMsTQxptABRRRSAWjNFOVM0AAXfxUMlssZyB1q6qgUpUMMGkBlSKEXIqrD98+9XruFlBHb1qhCMNXNil7hUNzTh6VbSqcJ4q2leTI2JahlHBqWo5OlJbgOgXMKmpQKbbf6hfxqXIr3abvFGDG4pKdRVgNopaKYhKKWopyVjNMCKe5VOBVJJPN3N3yQaZI3Uk1QinaK5cjlSelaQ0Zx4xXgamKMU1JVkHBwfQ1JitjyxuKMU7B9KQ4Uc0CHRHDEeozU1VrZi8rnsBgVaxWE3qezhU1SVxuKSn4pMVJ0jcUYpcUYoAieGN/vKDVZ9OibpkVeoxTuMyzpfo9MOlMf4hWtRii47mUukr/ABPViKyii6LzVykxSAjxikqTFNK0CGYpMU/FJikIAxFPDZqPFHSgCakxTVanZzQAmKaRT6SgCSikpaBC0UlLQAtFJS0ALRSUtABRRRQA0im7alxRikBFtNKFNSACnYoAYqVIBiilFACinCkpc4FIYkiK8ZDVhvG0VwysMc8fStotk1HLbpOBu4YdG9KxrQc42Q1oypD2q4lQrbSR9tw9RU6A/wB0/lXlTpzT2NU0SU1xmngH0/OnIq7ueadPDzk9rA5IdEmyBQevWg05jTCa9aKsrGTEoyaKSrELupc02lpiHUyZQ0ZpaU8rTA5LULlo2ZB1pkOS2T1xU+u2xSVZMfKeKhiHzVrE48V8Jdj7VaRj6mqsdWF6VoeYyXcfWo3PFOpj0xIlsB/rD7irmKr6ev7lz6tVsrWEtz26GlNEeKKcRSYqTUbikxT8UlAxtFOxSYoAbRS4oxQA2kp2KTFFxjaTFOxRigQzFGKdikxQA3FNIp9GKQDMUoNLikoAeDRTRTqAFpaSlpiFopKWgBaKSloAWikpaQC0UUUALS0lLQMKWkpaAFpRSUtAC5xTGbNDNTRSAcKcDTKUGkBIGpd2ajzS5pWGOOexp68CmL1qWiwDc0ZpSKbginYQUUUUAFLRS0xBSikpwpgUtTshd2joB82Mj61zsQ55rsRWLfaayytNCuVJyyjtVwepy4mDlHQqR1OtQJU61seUx9RvT6RYnmfYgyf5UMIpt2Re09P9EB9SasFafBEIoljHYU4iudvU9yCtFIhxSYqQikIpFkeKTFPIpMUDGbaTFSYpMUAM20hWpMUYoAixSYqQrTSKAGYpMU/FJQA3FJinYpKAG0mKdijFADMUmKfikxQA2nCkxSigBaKSlpiFopKWgBaWkopALS0lLQMWikpaAFpaSloAKWkpaAFpCaWmmgBpooIopALS0lLQAtKOaQU9RQA9eKdSCigBaWkpaAExSYp1LQA3FFOxS4oENFKKXFLQAopmcGn1GetMVhklrBKcvGM+o4NRf2dDnh3H5VYzS5pqTRlKjCW6IBYQL13N9TUyqka7UUKPalzSUNt7jjSjH4UGeacaZjmnDOKRoJijFLRQMbim4p9JSGMIoxT6SgBmKMU7FGKAGYpCKfikxQBGVppFSkU0imBHikxUhWmkUAMxSYp+KTFADMUmKfikxQA3FGKdijFADKWkpaBBS0lLQMWiiigBaWkpaAFooooAWlpKWgApaSloAWjFFLQA3FJin0uKQDNtKFp2KXFACAU8CkpaAFpaSloAKWkpaACloooAWiiigBaWkpaADtUZ61J2phoENpaKKACkpaKAEpy0lKKAHYpCKdRQMZikp9GKAGYpKcRSYoASkp1JigBuKMU7FJQA2kxTqKAGEUhFPxRigCMim4qUimkUAR4pMVJikxQAzFJin4pMUwIKWkpaAClpKWgBaKKKAFpaSloAWiiigBaWkpaAFoopaAClpBS0ALS0lLSAKWiigBaWkpaACloooAWiiloAKWkpaACloooAKWiigAppFPpCKAI6KdikxQAlFLRigBKUClxSgUAKKKXFFACUUtJQAlFLRQA3FJinUUAMxSYp9JQA3FJT6TFADcUmKdikoAbSEU6igBmKTFPpKAGYpMU+koAqUUUtMApaSloAWiiloAKWkpaAFpaSloAKWkpaAFpaSloAWiiikAtLSUtAC0UUtAC0UUUALS0lLQAUtFFAC0UUtABS0UUAFLRRQAUUUtACYpMU6jFADcUYp2KMUAJijFOooASilpKACkpaKAEopaSgBKKWkoASkp1JQAlJS0UANpKdSUAJSUtJQAlJTqSgBtJTjSUAf//Z | Is the material of the yellow block the same as the yellow cylinder? Please answer yes or no. | no |
19 | 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 | Is there another tiny green object that has the same shape as the green shiny object? Please answer yes or no. | no |
21 | 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 | Is the color of the metal block that is right of the yellow rubber object the same as the large metal cylinder? Please answer yes or no. | yes |
22 | 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 | Do the large metal sphere and the matte block have the same color? Please answer yes or no. | yes |
23 | 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 | Are there any large matte blocks of the same color as the large metal ball? Please answer yes or no. | yes |
24 | 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 | Is the number of gray objects in front of the large yellow metal object greater than the number of yellow spheres to the right of the small metal sphere? Please answer yes or no. | yes |
25 | 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 | Does the large yellow sphere have the same material as the sphere in front of the tiny blue object? Please answer yes or no. | yes |
30 | 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 | Do the small shiny object and the matte cylinder have the same color? Please answer yes or no. | yes |
31 | 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 | Are there any tiny matte spheres that have the same color as the big cylinder? Please answer yes or no. | no |
33 | 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 | Are there any large blue metallic things that have the same shape as the small brown matte object? Please answer yes or no. | yes |
35 | 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 | Is the number of brown cylinders in front of the brown matte cylinder less than the number of brown rubber cylinders? Please answer yes or no. | no |
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