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The dataset generation failed
Error code:   DatasetGenerationError
Exception:    CastError
Message:      Couldn't cast
id: string
image: string
question: string
options: list<element: string>
  child 0, element: string
answer: string
knowledge-source: string
course: string
-- schema metadata --
pandas: '{"index_columns": [], "column_indexes": [], "columns": [{"name":' + 881
to
{'id': Value('string'), 'image_1': Value('string'), 'image_2': Value('string'), 'image_3': Value('string'), 'image_4': Value('string'), 'image_5': Value('string'), 'question': Value('string'), 'options': List(Value('string')), 'answer': Value('string'), 'knowledge-source': Value('string'), 'course': Value('string')}
because column names don't match
Traceback:    Traceback (most recent call last):
                File "/src/services/worker/src/worker/job_runners/config/parquet_and_info.py", line 1405, in compute_config_parquet_and_info_response
                  fill_builder_info(builder, hf_endpoint=hf_endpoint, hf_token=hf_token, validate=validate)
                File "/src/services/worker/src/worker/job_runners/config/parquet_and_info.py", line 597, in fill_builder_info
                  num_examples_and_sizes: list[tuple[int, int]] = thread_map(
                File "/src/services/worker/.venv/lib/python3.9/site-packages/tqdm/contrib/concurrent.py", line 69, in thread_map
                  return _executor_map(ThreadPoolExecutor, fn, *iterables, **tqdm_kwargs)
                File "/src/services/worker/.venv/lib/python3.9/site-packages/tqdm/contrib/concurrent.py", line 51, in _executor_map
                  return list(tqdm_class(ex.map(fn, *iterables, chunksize=chunksize), **kwargs))
                File "/src/services/worker/.venv/lib/python3.9/site-packages/tqdm/std.py", line 1169, in __iter__
                  for obj in iterable:
                File "/usr/local/lib/python3.9/concurrent/futures/_base.py", line 609, in result_iterator
                  yield fs.pop().result()
                File "/usr/local/lib/python3.9/concurrent/futures/_base.py", line 439, in result
                  return self.__get_result()
                File "/usr/local/lib/python3.9/concurrent/futures/_base.py", line 391, in __get_result
                  raise self._exception
                File "/usr/local/lib/python3.9/concurrent/futures/thread.py", line 58, in run
                  result = self.fn(*self.args, **self.kwargs)
                File "/src/services/worker/src/worker/job_runners/config/parquet_and_info.py", line 469, in retry_validate_get_num_examples_and_size
                  validate(pf)
                File "/src/services/worker/src/worker/job_runners/config/parquet_and_info.py", line 535, in validate
                  raise TooBigRowGroupsError(
              worker.job_runners.config.parquet_and_info.TooBigRowGroupsError: Parquet file has too big row groups. First row group has 483086943 which exceeds the limit of 300000000
              
              During handling of the above exception, another exception occurred:
              
              Traceback (most recent call last):
                File "/src/services/worker/.venv/lib/python3.9/site-packages/datasets/builder.py", line 1815, in _prepare_split_single
                  for _, table in generator:
                File "/src/services/worker/src/worker/job_runners/config/parquet_and_info.py", line 692, in wrapped
                  for item in generator(*args, **kwargs):
                File "/src/services/worker/.venv/lib/python3.9/site-packages/datasets/packaged_modules/parquet/parquet.py", line 106, in _generate_tables
                  yield f"{file_idx}_{batch_idx}", self._cast_table(pa_table)
                File "/src/services/worker/.venv/lib/python3.9/site-packages/datasets/packaged_modules/parquet/parquet.py", line 73, in _cast_table
                  pa_table = table_cast(pa_table, self.info.features.arrow_schema)
                File "/src/services/worker/.venv/lib/python3.9/site-packages/datasets/table.py", line 2272, in table_cast
                  return cast_table_to_schema(table, schema)
                File "/src/services/worker/.venv/lib/python3.9/site-packages/datasets/table.py", line 2218, in cast_table_to_schema
                  raise CastError(
              datasets.table.CastError: Couldn't cast
              id: string
              image: string
              question: string
              options: list<element: string>
                child 0, element: string
              answer: string
              knowledge-source: string
              course: string
              -- schema metadata --
              pandas: '{"index_columns": [], "column_indexes": [], "columns": [{"name":' + 881
              to
              {'id': Value('string'), 'image_1': Value('string'), 'image_2': Value('string'), 'image_3': Value('string'), 'image_4': Value('string'), 'image_5': Value('string'), 'question': Value('string'), 'options': List(Value('string')), 'answer': Value('string'), 'knowledge-source': Value('string'), 'course': Value('string')}
              because column names don't match
              
              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 1428, 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 994, in stream_convert_to_parquet
                  builder._prepare_split(
                File "/src/services/worker/.venv/lib/python3.9/site-packages/datasets/builder.py", line 1702, 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 1858, 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
image_1
string
image_2
string
image_3
string
image_4
string
image_5
string
question
string
options
list
answer
string
knowledge-source
string
course
string
52011046_4
null
null
null
null
null
Set\( M = \{ f(x), f'(x), f''(x), \cdots \} \), then the following can be expressions of\( f(x) \) are ()
[ "\\(\\sin x\\)", "\\(e^x\\)", "\\(\\ln x\\)", "\\(x^2 + 2x + 3\\)" ]
C
集合与常用逻辑用语
math
52011046_17
null
null
null
null
null
Given the sets \( A = \left\{ x \mid x = \frac{k}{2} + \frac{1}{4}, k \in \mathbb{Z} \right\} \), \( B = \left\{ y \mid y = \frac{l}{4} + \frac{1}{2}, l \in \mathbb{Z} \right\} \), then ( )
[ "\\( A \\cap B = \\emptyset \\)", "\\( A = B \\)", "\\( A \\not\\subseteq B \\)", "\\( B \\not\\subseteq A \\)" ]
C
集合与常用逻辑用语
math
52011046_45
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<image_1>If the Venn graph representing the relationship between sets\( M \) and\( N \) is as shown in the graph, then\( M, \, N \) may be ()
[ "\\( M = \\{0, 2, 4, 6\\}, \\, N = \\{4\\} \\)", "\\( M = \\{x \\mid x^2 < 1\\}, \\, N = \\{x \\mid x > - 1\\} \\)", "\\( M = \\{x \\mid y = \\log x\\}, \\, N = \\left\\{y \\mid y = e^x + \\frac{1}{e^x}\\right\\} \\)", "\\( M = \\{(x, y) \\mid x^2 = y^2\\}, \\, N = \\{(x, y) \\mid y = x\\} \\)" ]
BCD
集合与常用逻辑用语
math
52011047-1_15
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Assuming that "Physics is good, mathematics is good" is a true proposition, then the following propositions are correct ()
[ "Good physics may not necessarily be good mathematics", "Good mathematics may not necessarily be good physics", "Poor mathematics must be bad physics", "Physics is bad, mathematics is bad" ]
BC
集合与常用逻辑用语
math
50948433-1_16
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
null
Given\( a > 0 \) and\( a \neq e \), then the image of the function\( f(x) = e^x - a \ln x \) may be ()
[ "<image_1>", "<image_2>", "<image_3>", "<image_4>" ]
BCD
函数与导数
math
51626976-1_23
null
null
null
null
null
Let\( m \) be a real number other than 0, and the function\( f(x) = \begin{cases} |3x - 1|, & x \leq 2 \\ x^2 - 10x + 24, & x > 2 \end{cases} \), if the function\( F(x) = 2[f(x)]^2 - m f(x) \) has 7 zeros, then the value range of\( m \) is ()
[ "\\((-2,0) \\cup (0,16)\\)", "\\((0,16)\\)", "\\((0,2)\\)", "\\((-2,0) \\cup (0, +\\infty)\\)" ]
C
函数与导数
math
51484881-1_23
null
null
null
null
null
If the function\( y = f(x) \) satisfies a set\( A \) within the domain, and for any\( x \in A \),\( e^x [f(x) - e^x] \) is a constant\( a \), then\( f(x) \) is said to have the property\( M \) on\( A \). Let\( y = g(x) \) be a function with the property of\( M \) on the interval\([-2, 2]\), and for any\( x_1, x_2 \in [-2, 2] \), there is\([|g(x_1)| - |g(x_2)|] (x_1 - x_2) > 0\) is true, then the value range of\( a \) is ( )
null
\([-e^4, e^4]\)
函数与导数
math
52105556-1_25
null
null
null
null
null
In\(\triangle ABC\), the edges bounded by the angles\(A, B, C\) are\(a, b, c\) respectively, and satisfy\[\frac{\sqrt{3}b \sin A}{1 + \cos B} = a\]. Find the value range of\(\sin A \sin C +\sin B \sin C + \sin B \sin A\).
null
\[\left[ \frac{3}{4}, \frac{9}{4} \right]
三角函数与解三角形
math
52105556-1_18
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<image_1>Given the function\( f(x) = A \sin(\omega x + \varphi) (A &gt; 0, \omega &gt; 0, 0 &lt; \varphi &lt; \pi) \), if the partial image of\( f(x) \) and its derivative function\(f'(x) \) is as shown in the figure, then ()
[ "\\( f(x + \\pi) = f(x) \\)", "Function\\( f(x) \\) monotonically decreases on\\(\\left( \\frac{\\pi}{12}, \\frac{7\\pi}{12} \\right)\\)", "The image of\\(f'(x) \\) is symmetric about the center of the point\\(\\left( -\\frac{\\pi}{6}, 0 \\right)\\)", "The maximum value of\\( f(x) + f'(x) \\) is\\(\\frac{5}{2}\\)" ]
AB
三角函数与解三角形
math
52105556-1_9
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
null
Part of the image of the function\( f(x) = \omega \sin\left(\omega^2x- \frac{\pi}{6} \right) + 1 \) may be ()
[ "<image_1>", "<image_2>", "<image_3>", "<image_4>" ]
ABC
三角函数与解三角形
math
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