data_source large_stringclasses 1
value | prompt listlengths 1 1 | difficulty large_stringclasses 8
values | ability large_stringclasses 1
value | reward_model dict | extra_info dict | responses listlengths 655k 655k | pos_old_log_probs listlengths 16 16 | neg_old_log_probs listlengths 16 16 | pre_reward listlengths 16 16 | __index_level_0__ int64 212 45.1k |
|---|---|---|---|---|---|---|---|---|---|---|
[{"content":"A repunit is a positive integer, all of whose digits are 1s. Let $a_{1}<a_{2}<a_{3}<\\l(...TRUNCATED) | 2/8 | math | {
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[{"content":"Triangle \\( ABC \\) has incircle \\(\\omega\\) which touches \\(AB\\) at \\(C_1\\), \\(...TRUNCATED) | 1/8 | math | {
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[{"content":"Find the number of subsets $\\{a, b, c\\}$ of $\\{1,2,3,4, \\ldots, 20\\}$ such that $a(...TRUNCATED) | 6/8 | math | {
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[{"content":"$ABCDEFGH$ is a rectangular prism with $AB=CD=EF=GH=1$, $AD=BC=EH=FG=2$, and $AE=BF=CG=(...TRUNCATED) | 1/8 | math | {
"ground_truth": "\\frac{3}{\\sqrt{14}}",
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[{"content":"Find the integer $n,$ $-180 \\le n \\le 180,$ such that $\\cos n^\\circ = \\cos 430^\\c(...TRUNCATED) | 2/8 | math | {
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[{"content":"Using systematic sampling, extract a sample of size 12 from a population of 123 individ(...TRUNCATED) | 7/8 | math | {
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"index": 718,
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[{"content":"Let \\( ABC \\) be a triangle in which \\( \\angle ABC = 60^\\circ \\). Let \\( I \\) a(...TRUNCATED) | 6/8 | math | {
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"index": 724,
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} | [8160,369,264,7047,1817,310,11290,279,3377,25,271,16,13,220,2972,15771,2598,279,38622,64700,561,1605(...TRUNCATED) | [[-0.018927322700619698,-0.5232890248298645,-0.000034689302992774174,-0.004353213589638472,-0.006160(...TRUNCATED) | [[-0.008994420059025288,-2.241007089614868,-0.03194127604365349,-0.005702774040400982,-0.00316369230(...TRUNCATED) | [
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[{"content":"The Princeton University Band plays a setlist of 8 distinct songs, 3 of which are tirin(...TRUNCATED) | 7/8 | math | {
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} | [8160,579,264,7047,1817,421,11177,310,279,6093,25,271,16,13,220,2972,2014,53983,279,21397,64700,198,(...TRUNCATED) | [[-0.0003311085747554898,-0.004637083038687706,-0.0001399419124936685,-0.00026925752172246575,-0.000(...TRUNCATED) | [[-0.005795935168862343,-0.033248718827962875,-0.009079950861632824,-0.0006086166249588132,-0.008037(...TRUNCATED) | [
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[{"content":"Given points O(0,0) and A(1,1), the slope angle of line OA is $\\boxed{\\text{answer}}$(...TRUNCATED) | 2/8 | math | {
"ground_truth": "\\frac{\\pi}{4}",
"style": "rule"
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"index": 763,
"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) | [[-5.169899940490723,-6.3801469802856445,-4.805199146270752,-6.8858208656311035,-7.0679707527160645,(...TRUNCATED) | [[-0.028196314349770546,-0.0874020978808403,-0.023336872458457947,-0.001936228945851326,-0.101778984(...TRUNCATED) | [
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[{"content":"Given set \\( A = \\{0, 1, 2, 3, 4, 5, 9\\} \\), and \\( a, b \\in A \\) where \\( a \\(...TRUNCATED) | 7/8 | math | {
"ground_truth": "21",
"style": "rule"
} | {
"index": 780,
"split": "train"
} | [8160,579,264,7047,1817,310,11290,279,3377,25,271,16,13,220,2972,15771,2598,279,38622,64700,561,1605(...TRUNCATED) | [[-0.008263090625405312,-0.06198565289378166,-0.00038354191929101944,-0.0002461368858348578,-0.00031(...TRUNCATED) | [[-0.00321122445166111,-0.19046305119991302,-0.06524128466844559,-0.033290114253759384,-0.0165506266(...TRUNCATED) | [
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