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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 3 new columns ({'bbox', 'eval', 'content'}) and 1 missing columns ({'hint'}).

This happened while the csv dataset builder was generating data using

hf://datasets/QYWH/test/test_5.tsv (at revision 828a119fe54dc213dd96264242c59f988ae38236)

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 1871, in _prepare_split_single
                  writer.write_table(table)
                File "/src/services/worker/.venv/lib/python3.9/site-packages/datasets/arrow_writer.py", line 643, 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 2293, in table_cast
                  return cast_table_to_schema(table, schema)
                File "/src/services/worker/.venv/lib/python3.9/site-packages/datasets/table.py", line 2241, in cast_table_to_schema
                  raise CastError(
              datasets.table.CastError: Couldn't cast
              index: int64
              image: string
              question: string
              answer: string
              category: string
              eval: string
              bbox: string
              content: string
              -- schema metadata --
              pandas: '{"index_columns": [{"kind": "range", "name": null, "start": 0, "' + 1151
              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), 'category': Value(dtype='string', id=None), 'hint': 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 1436, 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 1053, in convert_to_parquet
                  builder.download_and_prepare(
                File "/src/services/worker/.venv/lib/python3.9/site-packages/datasets/builder.py", line 925, in download_and_prepare
                  self._download_and_prepare(
                File "/src/services/worker/.venv/lib/python3.9/site-packages/datasets/builder.py", line 1001, in _download_and_prepare
                  self._prepare_split(split_generator, **prepare_split_kwargs)
                File "/src/services/worker/.venv/lib/python3.9/site-packages/datasets/builder.py", line 1742, 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 1873, 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 3 new columns ({'bbox', 'eval', 'content'}) and 1 missing columns ({'hint'}).
              
              This happened while the csv dataset builder was generating data using
              
              hf://datasets/QYWH/test/test_5.tsv (at revision 828a119fe54dc213dd96264242c59f988ae38236)
              
              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
category
string
hint
null
0
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What is the wrong answer 2?
['enabled', 'on']
APP agent en
null
1
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
"Which of the following options best matches the image? Here's some options: christmas, valentine, (...TRUNCATED)
['wedding']
ASCII art classification en
null
2
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
"从图中提取: 样品特征和状态, 主检, 检验类别, 审核, 样品名称, 并按json格(...TRUNCATED)
"[\"{'样品特征和状态': '外包装完好', '主检': '###', '检验类别': '省级专项抽(...TRUNCATED)
key information extraction cn
null
3
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
"Find out the value of 'Serving Size', 'Calories/Energy per serving', 'Total Fat per serving', 'Tota(...TRUNCATED)
"[\"{'SS': ['1/2 cup (122g)'], 'CE-PS': ['90'], 'TF-PS': ['0g'], 'TF-D': ['0%'], 'SO-PS': ['0mg'], '(...TRUNCATED)
key information extraction en
null
4
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
"According to the information in the image, please pair the corresponding keys and values below: Key(...TRUNCATED)
"[{'Calories/Energy per 100g/ml': ['49 kcal(206 kJ)'], 'Protein per serving': ['10.0 g'], 'Protein p(...TRUNCATED)
key information mapping en
null
5
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
"what is the brand of the fine whest ales? Output the answer with 'answer' and 'bbox'. 'bbox' refers(...TRUNCATED)
['WILD BOAR']
VQA with position en
null
6
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
Convert the key information in the chart into a nested python dict.
"[{'title': 'Medical breakthroughs and research funding', 'source': 'Data source: National Institute(...TRUNCATED)
chart parsing en
null
7
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
www.wlzq.cn是什么意思?
['万联证券的网站']
cognition VQA cn
null
8
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
How many meetings of the Audit committee were held in the financial year?
['eight']
cognition VQA en
null
9
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
What is the part that connects a leaf to a stem? blade, midrib, stipule, or petiole?
['petiole']
diagram QA en
null
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