data_source large_string | prompt list | difficulty large_string | ability large_string | reward_model dict | extra_info dict | responses list | pre_reward list | __index_level_0__ int64 |
|---|---|---|---|---|---|---|---|---|
[{"content":"Are there five consecutive natural numbers such that if they are designated by the lett(...TRUNCATED) | 3/8 | math | {
"ground_truth": "No",
"style": "rule"
} | {
"index": 40,
"split": "train"
} | [8160,579,264,7047,1817,421,11177,310,279,6093,25,271,16,13,220,2972,2014,53983,279,21397,64700,198,(...TRUNCATED) | [
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1,
1
] | 40 | |
[{"content":"Given the function \\( f(x) = x^2 + x + \\sqrt{3} \\), if for all positive numbers \\( (...TRUNCATED) | 4/8 | math | {
"ground_truth": "\\frac{2}{3}",
"style": "rule"
} | {
"index": 110,
"split": "train"
} | [8160,579,264,7047,1817,310,11290,279,3377,25,271,16,13,220,2972,2014,53983,279,2574,709,321,30184,6(...TRUNCATED) | [
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1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1
] | 110 | |
[{"content":"Fill the numbers $1, 2, \\cdots, 9$ into a $3 \\times 3$ grid such that each cell conta(...TRUNCATED) | 1/8 | math | {
"ground_truth": "42",
"style": "rule"
} | {
"index": 147,
"split": "train"
} | [8160,579,264,7047,1817,421,11177,310,279,6093,25,271,16,13,220,2972,2014,53983,279,21397,64700,198,(...TRUNCATED) | [
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1,
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1,
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1,
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1,
1,
1,
1,
1,
1
] | 147 | |
[{"content":"What is the largest possible number of subsets of the set \\(\\{1, 2, \\ldots, 2n + 1\\(...TRUNCATED) | 4/8 | math | {
"ground_truth": "(n+1)^2",
"style": "rule"
} | {
"index": 182,
"split": "train"
} | [8160,579,264,7047,1817,421,11177,310,279,6093,25,271,16,13,220,2972,15771,2598,279,21397,64700,198,(...TRUNCATED) | [
1,
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1,
1,
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1,
1,
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1,
1,
1,
1,
1,
1
] | 182 | |
[{"content":"A jobber buys an article at $$24$ less $12\\frac{1}{2}\\%$. He then wishes to sell the (...TRUNCATED) | 1/8 | math | {
"ground_truth": "\\textbf{(E)}\\",
"style": "rule"
} | {
"index": 199,
"split": "train"
} | [760,1156,6587,728,310,11290,264,3299,3377,883,2478,36352,11,11352,15394,2695,3240,11,10910,3240,11,(...TRUNCATED) | [
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1,
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1,
1,
1,
1,
1
] | 199 | |
[{"content":"In triangle \\(ABC\\), it is given that \\(|AB| = |BC|\\) and \\(\\angle ABC = 20^\\cir(...TRUNCATED) | 1/8 | math | {
"ground_truth": "30",
"style": "rule"
} | {
"index": 292,
"split": "train"
} | [8160,579,264,7047,1817,310,11290,279,16547,3377,25,271,16,13,220,2972,15771,2598,279,38622,64700,56(...TRUNCATED) | [
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1,
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1,
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1,
1,
1
] | 292 | |
[{"content":"Let \\( P \\in \\mathbb{R}[X] \\) be a non-zero polynomial such that \\( P \\mid P(X^2 (...TRUNCATED) | 1/8 | math | {
"ground_truth": "TheofPiseven.",
"style": "rule"
} | {
"index": 332,
"split": "train"
} | [8160,579,264,7047,1817,421,11177,310,279,6093,25,271,16,13,220,2972,2014,53983,279,21397,64700,198,(...TRUNCATED) | [
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1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1
] | 332 | |
[{"content":"Use the five digits $0$, $1$, $2$, $3$, $4$ to form integers that satisfy the following(...TRUNCATED) | 7/8 | math | {
"ground_truth": "66",
"style": "rule"
} | {
"index": 381,
"split": "train"
} | [8160,579,264,7047,1817,421,11177,310,279,6093,25,271,16,13,220,2972,2014,53983,279,5952,64700,198,2(...TRUNCATED) | [
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1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1
] | 381 | |
[{"content":"In a plane, two rectangular coordinate systems \\( O x y \\) and \\( O' x' y' \\) are c(...TRUNCATED) | 4/8 | math | {
"ground_truth": "Yes",
"style": "rule"
} | {
"index": 385,
"split": "train"
} | [8160,579,264,7047,1817,421,11177,310,279,6093,25,271,16,13,220,2972,2014,53983,279,21397,21085,6470(...TRUNCATED) | [
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1,
1,
1,
1,
1,
1,
1,
1,
1,
1
] | 385 | |
[{"content":"27 people went to a mall to buy water to drink. There was a promotion in the mall where(...TRUNCATED) | 7/8 | math | {
"ground_truth": "18",
"style": "rule"
} | {
"index": 429,
"split": "train"
} | [8160,579,264,7047,1817,421,11177,310,279,6093,25,271,16,13,220,2972,2014,53983,279,21397,64700,198,(...TRUNCATED) | [
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1
] | 429 |
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