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Error code: DatasetGenerationError
Exception: ArrowIndexError
Message: array slice would exceed array length
Traceback: Traceback (most recent call last):
File "/usr/local/lib/python3.12/site-packages/datasets/builder.py", line 1887, in _prepare_split_single
writer.write_table(table)
File "/usr/local/lib/python3.12/site-packages/datasets/arrow_writer.py", line 673, in write_table
pa_table = pa_table.combine_chunks()
^^^^^^^^^^^^^^^^^^^^^^^^^
File "pyarrow/table.pxi", line 4557, in pyarrow.lib.Table.combine_chunks
File "pyarrow/error.pxi", line 155, in pyarrow.lib.pyarrow_internal_check_status
File "pyarrow/error.pxi", line 92, in pyarrow.lib.check_status
pyarrow.lib.ArrowIndexError: array slice would exceed array length
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 1736, 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 1919, in _prepare_split_single
raise DatasetGenerationError("An error occurred while generating the dataset") from e
datasets.exceptions.DatasetGenerationError: An error occurred while generating the datasetNeed help to make the dataset viewer work? Make sure to review how to configure the dataset viewer, and open a discussion for direct support.
id string | responses list | answer string | source string | category string | subcategory string | is_correct list | gemma-3-27b-it_scores list | Llama-3.3-70B-Instruct_scores list | NVIDIA-Nemotron-3-Nano-30B-A3B-BF16_scores list | Ministral-3-8B-Instruct-2512_scores list | DeepSeek-R1-Distill-Qwen-32B_scores list | gpt-oss-20b_scores list | Kimi-Linear-48B-A3B-Instruct_scores list | Ministral-3-14B-Reasoning-2512_scores list | Qwen3-30B-A3B-Thinking-2507_scores list | question string | instruction string | extracted_answers list |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
imo-bench-algebra-001 | ["This is a complex or challenging question, and it is difficult to provide a direct and correct ans(...TRUNCATED) | 3 | IMO Shortlist 2021 | Algebra | Operation | [true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true(...TRUNCATED) | [[4.0],[4.0],[4.0],[5.0],[null],[5.0],[4.0],[5.0],[5.0],[4.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[4(...TRUNCATED) | [[4.0],[4.0],[5.0],[5.0],[4.0],[4.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[4.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[2.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[4.0],[5.0],[5.0],[4.0],[5.0],[4.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[null],[5.0],[5.0],[5(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[3.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | "\nFor a given positive integer $N$, Henry writes the quotient of $ab$ divided by $N+1$ on the board(...TRUNCATED) | "Your task is to answer the following question:\n\n```\nFor a given positive integer $N$, Henry writ(...TRUNCATED) | ["3","3","3","3","3","3","3","3","3","3","3","3","3","3","3","3","3","3","3","3","3","3","3","3","3"(...TRUNCATED) |
imo-bench-algebra-009 | ["Okay, let's try to tackle this problem. We need to find the maximum value of \\( S = \\sqrt[3]{\\f(...TRUNCATED) | $2\sqrt[3]{\frac{196}{13}}$ | IMO Shortlist 2018 | Algebra | Inequality | [true,true,true,true,true,true,false,true,true,true,true,false,false,true,false,false,false,true,fal(...TRUNCATED) | [[5.0],[5.0],[3.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[3.0],[5.0],[4.0],[5.0],[5.0],[4.(...TRUNCATED) | [[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[4.0],[5.0],[5.0],[5.0],[5.0],[4.(...TRUNCATED) | [[5.0],[5.0],[2.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[1.0],[5.0],[5.0],[2.0],[2.0],[2.(...TRUNCATED) | [[5.0],[5.0],[3.0],[4.0],[5.0],[4.0],[5.0],[5.0],[4.0],[5.0],[5.0],[3.0],[5.0],[4.0],[5.0],[5.0],[4.(...TRUNCATED) | [[5.0],[5.0],[4.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[4.(...TRUNCATED) | [[5.0],[5.0],[0.0],[4.0],[5.0],[5.0],[1.0],[5.0],[4.0],[1.0],[5.0],[0.0],[5.0],[5.0],[0.0],[1.0],[0.(...TRUNCATED) | [[5.0],[5.0],[3.0],[5.0],[null],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5(...TRUNCATED) | [[5.0],[5.0],[4.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[4.0],[4.0],[5.0],[5.0],[4.(...TRUNCATED) | [[5.0],[5.0],[2.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[2.0],[5.0],[5.0],[5.0],[5.0],[2.(...TRUNCATED) | "\nFind the maximal value of\n\n\\[\nS=\\sqrt[3]{\\frac{x}{y+13}}+\\sqrt[3]{\\frac{y}{z+13}}+\\sqrt[(...TRUNCATED) | "Your task is to answer the following question:\n\n```\nFind the maximal value of\n\n\\[\nS=\\sqrt[3(...TRUNCATED) | ["2\\sqrt[3]{\\dfrac{196}{13}}","\\frac{28}{\\sqrt[3]{182}}","5","4.94","2\\sqrt[3]{\\dfrac{196}{13}(...TRUNCATED) |
imo-bench-algebra-017 | ["Okay, let's try to tackle this problem step by step. The problem states that for a real coefficien(...TRUNCATED) | $(-\infty,0)\cup\{\frac{1}{2}\}$ | IMO Shortlist 2014 | Algebra | Polynomial | [false,false,false,false,false,false,false,false,false,false,false,false,false,false,false,false,fal(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[3.0],[4.0],[4.0],[5.0],[4.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[2.0],[5.0],[4.0],[5.0],[5.(...TRUNCATED) | [[4.0],[5.0],[5.0],[5.0],[4.0],[2.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[2.0],[5.0],[null],[5.0],[5(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[null],[5.0],[5.0],[5.0],[5(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[4.0],[4.0],[5.0],[5.0],[5.0],[5.0],[4.0],[1.0],[4.0],[4.0],[3.0],[5.0],[5.(...TRUNCATED) | [[3.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[4.0],[5.0],[5.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[0.0],[5.0],[5.(...TRUNCATED) | "\nA real coefficient polynomial $f(x)$ satisfies the condition that for all real numbers $a$ and $b(...TRUNCATED) | "Your task is to answer the following question:\n\n```\nA real coefficient polynomial $f(x)$ satisfi(...TRUNCATED) | ["1/2","\\frac{1}{2}","\\frac{1}{2}","\\frac{1}{2}","\\frac{1}{2}","\\frac{1}{2}","\\frac{1}{2}","\\(...TRUNCATED) |
imo-bench-algebra-025 | ["Okay, let's try to solve this functional equation problem. The question is to find all functions \(...TRUNCATED) | $A(x)=1-x, A(x)=1+2x, A(x)=1-x^{2}$ | IMO Shortlist 2007 | Algebra | Functional Equation | [false,true,true,true,true,true,true,false,true,true,true,true,true,true,true,true,true,true,true,tr(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[4.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[4.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[null],[5.0],[5.0],[5.0],[4.0],[5.0],[2.0],[null],[5.0],[4.0],[4.0],[5.0],[5.0],[5.0],[5.0],[(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[1.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[2.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[2.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | "\nFind all functions $A:\\mathbb{R}\\rightarrow\\mathbb{R}$ such that $A(p)A(q)+A(-pq)=A(p+q)+2pq+1(...TRUNCATED) | "Your task is to answer the following question:\n\n```\nFind all functions $A:\\mathbb{R}\\rightarro(...TRUNCATED) | ["A(x) = 2x + 1 \\quad \\text{and} \\quad A(x) = -x + 1","A(p) = 2p + 1, A(p) = -p + 1, A(p) = 1 - p(...TRUNCATED) |
imo-bench-algebra-033 | ["Okay, let's try to tackle this problem step by step. First, let's make sure I understand the probl(...TRUNCATED) | $(4, 1, 2, 5, 134, 718240)$ | IMO Shortlist 2001 | Algebra | Sequence | [true,true,true,true,true,false,true,true,true,true,true,true,true,true,true,true,true,true,true,tru(...TRUNCATED) | [[4.0],[4.0],[4.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.(...TRUNCATED) | [[5.0],[4.0],[5.0],[5.0],[5.0],[3.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[0.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[2.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.(...TRUNCATED) | [[5.0],[5.0],[null],[5.0],[5.0],[null],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[1.0],[5.0],[null],[5.0],(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[null],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[null],[5.0],[5.0],[5.0],[5.0],[(...TRUNCATED) | [[4.0],[4.0],[5.0],[4.0],[4.0],[4.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[4.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[4.0],[5.(...TRUNCATED) | "\nFind all pairs $(M, x_0, x_1, \\lodts , x_M)$ of positive integers $x_0, x_1, \\ldots, x_M$ that (...TRUNCATED) | "Your task is to answer the following question:\n\n```\nFind all pairs $(M, x_0, x_1, \\lodts , x_M)(...TRUNCATED) | ["(4, 1, 2, 5, 134, 718240)","(4, 1, 2, 5, 134, 718240)","(4, 1, 2, 5, 134, 718240)","(4, 1, 2, 5, 1(...TRUNCATED) |
imo-bench-combinatorics-037 | ["Okay, let's try to figure out this problem. So, we need to find the number of Bachata subsets of t(...TRUNCATED) | 2731365 | IMO Shortlist 2000 | Combinatorics | Extremal Combinatorics | [false,false,false,false,false,false,false,false,false,false,false,false,false,false,false,false,nul(...TRUNCATED) | [[5.0],[5.0],[4.0],[null],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[4(...TRUNCATED) | [[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[4.0],[4.0],[5.0],[4.0],[5.0],[5.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[0.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[null],[5.0],[5.0],[5.0],[5.0],[5(...TRUNCATED) | [[5.0],[null],[5.0],[5.0],[1.0],[4.0],[5.0],[5.0],[null],[null],[0.0],[0.0],[5.0],[5.0],[null],[1.0](...TRUNCATED) | [[null],[5.0],[5.0],[5.0],[5.0],[2.0],[5.0],[5.0],[null],[5.0],[5.0],[5.0],[1.0],[5.0],[5.0],[5.0],[(...TRUNCATED) | [[4.0],[4.0],[3.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | "\nLê Bá Khánh Trình is a famous Vietnamese IMO contestant who won Vietnam's only Special Prize.(...TRUNCATED) | "Your task is to answer the following question:\n\n```\nLê Bá Khánh Trình is a famous Vietnamese(...TRUNCATED) | ["1024","1024","1024","1024","2660486400","11","1024","1024","1024","1024","1024","1024","1024","102(...TRUNCATED) |
imo-bench-combinatorics-045 | ["Okay, let's try to figure out this problem. So, we have a game where players take turns writing nu(...TRUNCATED) | 512 | IMO Shortlist 2004 | Combinatorics | Game Theory | [true,true,true,true,true,true,true,false,true,true,true,false,true,false,true,false,false,false,tru(...TRUNCATED) | [[4.0],[5.0],[5.0],[5.0],[4.0],[4.0],[3.0],[4.0],[4.0],[4.0],[5.0],[4.0],[5.0],[4.0],[4.0],[2.0],[4.(...TRUNCATED) | [[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[2.0],[4.(...TRUNCATED) | [[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[2.0],[5.0],[5.0],[2.0],[5.0],[5.0],[5.0],[0.0],[2.(...TRUNCATED) | [[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[4.0],[5.0],[null],[5.0],[5.0],[5(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[1.0],[null],[null],[1.0],[5.0],[null],[5.0],[null],[5.0],[5.0],[0.0],[1.0],[5.0],[5.0],[4.0],[1.0](...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[null],[5.0],[5.0],[5.0],[5.0],[5.0],[null],[5.0],[5.0],[5.0],[3.0],[(...TRUNCATED) | [[4.0],[4.0],[4.0],[5.0],[4.0],[5.0],[5.0],[4.0],[4.0],[5.0],[5.0],[3.0],[5.0],[3.0],[4.0],[3.0],[4.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | "\nTwo players $A$ and $B$ are playing a game by taking turns writing numbers from the set $\\{1, \\(...TRUNCATED) | "Your task is to answer the following question:\n\n```\nTwo players $A$ and $B$ are playing a game b(...TRUNCATED) | ["512","512","512","512","512","512","512","402","512","512","512","428","512","504","512","510","40(...TRUNCATED) |
imo-bench-combinatorics-061 | ["This is a complex or challenging question, and it is difficult to provide a direct and correct ans(...TRUNCATED) | 3024 | IMO Shortlist 2015 | Combinatorics | Set Combinatorics | [false,false,false,true,false,true,false,false,false,false,false,false,true,false,true,false,true,fa(...TRUNCATED) | [[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[4.0],[4.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[4.0],[4.0],[4.0],[5.0],[5.0],[5.0],[4.0],[4.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[4.0],[5.(...TRUNCATED) | [[5.0],[2.0],[0.0],[5.0],[5.0],[5.0],[5.0],[null],[5.0],[5.0],[5.0],[5.0],[5.0],[0.0],[5.0],[0.0],[0(...TRUNCATED) | [[5.0],[0.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[null],[1.0],[5.0],[null],[5.0],[5.0],[null],[5.0],[0.0],[5.0],[5.0],[4.0],[null],[5.0],[5.0](...TRUNCATED) | [[null],[null],[5.0],[null],[5.0],[5.0],[5.0],[5.0],[5.0],[null],[5.0],[null],[5.0],[5.0],[5.0],[5.0(...TRUNCATED) | [[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[2.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | "\nA sequence of positive integers $a_1, a_2, \\ldots, a_n$ is called a Korean sequence if it satisf(...TRUNCATED) | "Your task is to answer the following question:\n\n```\nA sequence of positive integers $a_1, a_2, \(...TRUNCATED) | ["2018","2017","4030","3024","4030","3024","4030","4030","3023","2018","4030","2018","3024","4031","(...TRUNCATED) |
imo-bench-combinatorics-069 | ["This is a complex or challenging question, and it is difficult to provide a direct and correct ans(...TRUNCATED) | 31395 | IMO Shortlist 2017 | Combinatorics | Extremal Combinatorics | [false,false,false,false,false,false,false,false,false,false,false,false,false,false,false,false,fal(...TRUNCATED) | [[5.0],[4.0],[4.0],[4.0],[5.0],[5.0],[4.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[3.(...TRUNCATED) | [[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.(...TRUNCATED) | [[null],[0.0],[5.0],[5.0],[5.0],[null],[5.0],[5.0],[5.0],[5.0],[2.0],[5.0],[5.0],[0.0],[5.0],[5.0],[(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[4.0],[5.0],[4.0],[5.0],[5.0],[4.0],[5.(...TRUNCATED) | [[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[0.0],[null],[null],[0.0],[null],[5.0],[1.0],[5.0],[null],[5.0],[5.0],[3.0],[1.0],[null],[5.0],[0.0(...TRUNCATED) | [[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[null],[5.0],[5.0],[3.0],[2.0],[4.0],[5.0],[5.0],[5.0],[null],[(...TRUNCATED) | [[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[1.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | "\nA large $45 \\times 45 \\times 45$ cube is composed of $45^3$ smaller unit cubes. Each unit cube (...TRUNCATED) | "Your task is to answer the following question:\n\n```\nA large $45 \\times 45 \\times 45$ cube is c(...TRUNCATED) | ["45563","2025","91081","91125","2025","2025","2025","2025","2025","2025","2025","2025","91125","202(...TRUNCATED) |
imo-bench-combinatorics-077 | ["This is a complex or challenging question, and it is difficult to provide a direct and correct ans(...TRUNCATED) | 8 | IMO Shortlist 2020 | Combinatorics | Game Theory | [false,false,false,false,false,false,false,false,false,false,false,false,false,false,false,false,fal(...TRUNCATED) | [[4.0],[5.0],[4.0],[4.0],[5.0],[4.0],[4.0],[5.0],[4.0],[2.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[4.0],[5.0],[4.0],[4.0],[5.0],[4.(...TRUNCATED) | [[5.0],[5.0],[2.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[2.(...TRUNCATED) | [[5.0],[5.0],[5.0],[1.0],[5.0],[5.0],[4.0],[5.0],[5.0],[4.0],[3.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.(...TRUNCATED) | [[4.0],[4.0],[4.0],[4.0],[5.0],[5.0],[4.0],[5.0],[4.0],[4.0],[5.0],[2.0],[5.0],[4.0],[5.0],[5.0],[4.(...TRUNCATED) | [[5.0],[1.0],[5.0],[5.0],[5.0],[5.0],[5.0],[1.0],[4.0],[4.0],[5.0],[5.0],[5.0],[5.0],[3.0],[5.0],[5.(...TRUNCATED) | [[5.0],[2.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[3.0],[5.0],[5.0],[1.0],[5.0],[5.0],[3.0],[5.0],[4.0],[3.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | [[4.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.0],[5.(...TRUNCATED) | "\nPlayers $A$ and $B$ play a game on a blackboard that initially contains 1997 copies of the number(...TRUNCATED) | "Your task is to answer the following question:\n\n```\nPlayers $A$ and $B$ play a game on a blackbo(...TRUNCATED) | ["2","2","2","2","2","2","2",null,"2","2","2","2","2","2","2","999","2","2","2","2","2","999","2","2(...TRUNCATED) |
IMO Shortlist with Qwen3-30B-A3B-Thinking-2507
This dataset contains 123 questions from the International Mathematical Olympiad (IMO) Shortlist subset of the IMO AnswerBench benchmark with 50 candidate responses generated by Qwen3-30B-A3B-Thinking-2507 for each problem. Each response has been evaluated for correctness using a mixture of DeepSeek-R1-Distill-Llama-70B and Python code to parse different answer formats, and scored by multiple LLM judges according to a 0-5 rubric. The benchmark consists of modified versions of past problems in the IMO Shortlist, where the modification is done by experts to help avoid memorization.
Dataset Structure
- Split: Single split named "data"
- Number of rows: 123 HLE questions
- Generations per query: 50
Key Fields
| Field | Type | Description |
|---|---|---|
answer |
str |
Correct ground-truth answer |
category |
str |
IMO category (Algebra, Combinatorics, Geometry, and Number Theory) |
extracted_answers |
List[str] |
Final answers extracted from completions |
id |
str |
ID of question taken from IMO AnswerBench |
instruction |
str |
Prompt given to Qwen3-30B-A3B-Thinking-2507 |
is_correct |
List[bool] |
Whether each extracted answer matches the correct groundtruth answer (50 per problem) |
question |
str |
Content of question taken from IMO AnswerBench |
responses |
List[str] |
Model-generated answers (50 per problem) |
source |
str |
Question source, including year the question was on IMO Shortlist |
subcategory |
str |
Subcategory of problem (problem solving technique, topic etc.) |
*_scores |
List[float] |
Scalar scores on a 0-5 rubric from verifier models (50 per problem) |
*_justification |
List[str] |
Justifications from verifier models (50 per problem) |
Verifier Models
- DeepSeek-R1-Distill-Qwen-32B
- Kimi-Linear-48B-A3B-Instruct
- Llama-3.3-70B-Instruct
- Ministral-3-14B-Reasoning-2512
- Ministral-3-8B-Instruct-2512
- NVIDIA-Nemotron-3-Nano-30B-A3B-BF16
- Qwen3-30B-A3B-Thinking-2507
- gemma-3-27b-it
- gpt-oss-20b
Source
Original IMO Shortlist problems from superhuman/imobench. Description of data provided at imobench.github.io.
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