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61662 x 44241
2727988542
longmult_5dig
longmult
[ { "content": "Answer the following problem. Explain your reasoning step by step. When you are finished, give your answer in this format: <answer>(your answer)</answer>.\n\n# Problem\nWhat is the solution to the multiplication equation below?\n61662 x 44241\n\nGive your answer in the following format:\n<answer>\...
[]
[]
{"metadata": "{\"arg1\": 61662, \"arg2\": 44241, \"solution\": 2727988542}", "task_source": "longmult"}
test
{"arg1": 61662, "arg2": 44241, "solution": 2727988542}
[ "To solve the multiplication equation \\( 61662 \\times 44241 \\), we can use long multiplication. Let's break it down step by step:\n\n1. **Multiply 61662 by 1 (the units digit of 44241):**\n - \\( 61662 \\times 1 = 61662 \\)\n\n2. **Multiply 61662 by 40 (the tens digit of 44241):**\n - \\( 61662 \\times 40 = ...
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065044
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
98270 x 48469
4763048630
longmult_5dig
longmult
[ { "content": "Answer the following problem. Explain your reasoning step by step. When you are finished, give your answer in this format: <answer>(your answer)</answer>.\n\n# Problem\nWhat is the solution to the multiplication equation below?\n98270 x 48469\n\nGive your answer in the following format:\n<answer>\...
[]
[]
{"metadata": "{\"arg1\": 98270, \"arg2\": 48469, \"solution\": 4763048630}", "task_source": "longmult"}
test
{"arg1": 98270, "arg2": 48469, "solution": 4763048630}
[ "To solve the multiplication equation \\( 98270 \\times 48469 \\), we can break it down into simpler steps for easier calculation.\n\nFirst, let's multiply the numbers without the zeros:\n\n1. Multiply 98270 by 48469.\n - This can be done using long multiplication or a calculator for accuracy.\n\nUsing a calculat...
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065054
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
85574 x 60628
5188180472
longmult_5dig
longmult
[ { "content": "Answer the following problem. Explain your reasoning step by step. When you are finished, give your answer in this format: <answer>(your answer)</answer>.\n\n# Problem\nWhat is the solution to the multiplication equation below?\n85574 x 60628\n\nGive your answer in the following format:\n<answer>\...
[]
[]
{"metadata": "{\"arg1\": 85574, \"arg2\": 60628, \"solution\": 5188180472}", "task_source": "longmult"}
test
{"arg1": 85574, "arg2": 60628, "solution": 5188180472}
[ "To solve the multiplication equation \\(85574 \\times 60628\\), we can break it down into simpler steps:\n\n1. First, let's multiply the numbers without considering the zeros at the end for simplicity.\n - Multiply 85574 by 60628 directly.\n\nLet's do the multiplication step by step:\n\n```\n 85574\n ×...
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065056
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
87369 x 14157
1236882933
longmult_5dig
longmult
[ { "content": "Answer the following problem. Explain your reasoning step by step. When you are finished, give your answer in this format: <answer>(your answer)</answer>.\n\n# Problem\nWhat is the solution to the multiplication equation below?\n87369 x 14157\n\nGive your answer in the following format:\n<answer>\...
[]
[]
{"metadata": "{\"arg1\": 87369, \"arg2\": 14157, \"solution\": 1236882933}", "task_source": "longmult"}
test
{"arg1": 87369, "arg2": 14157, "solution": 1236882933}
[ "To solve the multiplication equation \\(87369 \\times 14157\\), we can use long multiplication. Let's break it down step by step:\n\n1. **Multiply 87369 by 7 (the units digit of 14157):**\n - \\(87369 \\times 7 = 602583\\)\n\n2. **Multiply 87369 by 50 (the tens digit of 14157):**\n - \\(87369 \\times 50 = 4368...
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065057
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
52577 x 84823
4459738871
longmult_5dig
longmult
[ { "content": "Answer the following problem. Explain your reasoning step by step. When you are finished, give your answer in this format: <answer>(your answer)</answer>.\n\n# Problem\nWhat is the solution to the multiplication equation below?\n52577 x 84823\n\nGive your answer in the following format:\n<answer>\...
[]
[]
{"metadata": "{\"arg1\": 52577, \"arg2\": 84823, \"solution\": 4459738871}", "task_source": "longmult"}
test
{"arg1": 52577, "arg2": 84823, "solution": 4459738871}
[ "To solve the multiplication equation \\(52577 \\times 84823\\), we can use the standard multiplication algorithm. Let's break it down step by step:\n\n1. Multiply 52577 by 3 (the units digit of 84823):\n \\[\n 52577 \\times 3 = 157731\n \\]\n\n2. Multiply 52577 by 20 (the tens digit of 84823):\n \\[\n 52...
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065058
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
28441 x 57792
1643662272
longmult_5dig
longmult
[ { "content": "Answer the following problem. Explain your reasoning step by step. When you are finished, give your answer in this format: <answer>(your answer)</answer>.\n\n# Problem\nWhat is the solution to the multiplication equation below?\n28441 x 57792\n\nGive your answer in the following format:\n<answer>\...
[]
[]
{"metadata": "{\"arg1\": 28441, \"arg2\": 57792, \"solution\": 1643662272}", "task_source": "longmult"}
test
{"arg1": 28441, "arg2": 57792, "solution": 1643662272}
[ "To solve the multiplication equation \\(28441 \\times 57792\\), we can use long multiplication. Let's break it down step by step:\n\n1. **Multiply 28441 by 2 (the units digit of 57792):**\n - \\(2 \\times 28441 = 56882\\)\n\n2. **Multiply 28441 by 70 (the tens digit of 57792):**\n - First, multiply 28441 by 7:...
[ false, false, false, false ]
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065060
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
81212 x 52484
4262330608
longmult_5dig
longmult
[ { "content": "Answer the following problem. Explain your reasoning step by step. When you are finished, give your answer in this format: <answer>(your answer)</answer>.\n\n# Problem\nWhat is the solution to the multiplication equation below?\n81212 x 52484\n\nGive your answer in the following format:\n<answer>\...
[]
[]
{"metadata": "{\"arg1\": 81212, \"arg2\": 52484, \"solution\": 4262330608}", "task_source": "longmult"}
test
{"arg1": 81212, "arg2": 52484, "solution": 4262330608}
[ "To solve the multiplication equation \\(81212 \\times 52484\\), we can break it down into simpler steps:\n\nFirst, let's multiply the numbers without considering the leading zeros for simplicity:\n\\[81212 \\times 52484 = (81212 \\times 50000) + (81212 \\times 2000) + (81212 \\times 400) + (81212 \\times 80) + (81...
[ false, false, false, false ]
[ "", "", "", "" ]
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065061
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
75436 x 27876
2102853936
longmult_5dig
longmult
[ { "content": "Answer the following problem. Explain your reasoning step by step. When you are finished, give your answer in this format: <answer>(your answer)</answer>.\n\n# Problem\nWhat is the solution to the multiplication equation below?\n75436 x 27876\n\nGive your answer in the following format:\n<answer>\...
[]
[]
{"metadata": "{\"arg1\": 75436, \"arg2\": 27876, \"solution\": 2102853936}", "task_source": "longmult"}
test
{"arg1": 75436, "arg2": 27876, "solution": 2102853936}
[ "To solve the multiplication equation \\(75436 \\times 27876\\), we can break it down into simpler steps for easier calculation:\n\n1. First, let's multiply 75436 by 70000 (which is the same as 75436 * 10000):\n \\[\n 75436 \\times 70000 = 5280520000\n \\]\n\n2. Next, let's multiply 75436 by 8000 (which is th...
[ false, false, false, false ]
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[ false, false, false, false ]
[ "5884008000", "2338616", "7516854136", "2109804896" ]
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065062
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
42929 x 73055
3136178095
longmult_5dig
longmult
[ { "content": "Answer the following problem. Explain your reasoning step by step. When you are finished, give your answer in this format: <answer>(your answer)</answer>.\n\n# Problem\nWhat is the solution to the multiplication equation below?\n42929 x 73055\n\nGive your answer in the following format:\n<answer>\...
[]
[]
{"metadata": "{\"arg1\": 42929, \"arg2\": 73055, \"solution\": 3136178095}", "task_source": "longmult"}
test
{"arg1": 42929, "arg2": 73055, "solution": 3136178095}
[ "To solve the multiplication equation \\(42929 \\times 73055\\), we can use long multiplication. Let's break it down step by step:\n\n1. **Multiply 42929 by 5 (the units digit of 73055):**\n - \\(42929 \\times 5 = 214645\\)\n\n2. **Multiply 42929 by 0 (the tens digit of 73055):**\n - \\(42929 \\times 0 = 0\\)\n...
[ false, false, false, false ]
[ "", "", "", "" ]
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065063
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
96109 x 64265
6176444885
longmult_5dig
longmult
[ { "content": "Answer the following problem. Explain your reasoning step by step. When you are finished, give your answer in this format: <answer>(your answer)</answer>.\n\n# Problem\nWhat is the solution to the multiplication equation below?\n96109 x 64265\n\nGive your answer in the following format:\n<answer>\...
[]
[]
{"metadata": "{\"arg1\": 96109, \"arg2\": 64265, \"solution\": 6176444885}", "task_source": "longmult"}
test
{"arg1": 96109, "arg2": 64265, "solution": 6176444885}
[ "To solve the multiplication equation \\(96109 \\times 64265\\), we can use long multiplication. Let's break it down step by step:\n\n1. First, write the numbers one under the other, aligning the digits by place value:\n```\n 96109\n x 64265\n _______\n```\n\n2. Multiply 96109 by 5 (the units digit ...
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[ "", "", "", "" ]
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065065
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
30971 x 61764
1912892844
longmult_5dig
longmult
[ { "content": "Answer the following problem. Explain your reasoning step by step. When you are finished, give your answer in this format: <answer>(your answer)</answer>.\n\n# Problem\nWhat is the solution to the multiplication equation below?\n30971 x 61764\n\nGive your answer in the following format:\n<answer>\...
[]
[]
{"metadata": "{\"arg1\": 30971, \"arg2\": 61764, \"solution\": 1912892844}", "task_source": "longmult"}
test
{"arg1": 30971, "arg2": 61764, "solution": 1912892844}
[ "To solve the multiplication equation \\(30971 \\times 61764\\), we can break it down into simpler steps or use a calculator for accuracy. However, since I don't have real-time access to perform calculations here, let me guide you through the process:\n\n1. First, let's multiply the numbers digit by digit from righ...
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[ "", "", "", "" ]
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[ false, false, false, false ]
[ "1914555064", "970101", "773275", "219843566" ]
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065066
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
77674 x 53129
4126741946
longmult_5dig
longmult
[ { "content": "Answer the following problem. Explain your reasoning step by step. When you are finished, give your answer in this format: <answer>(your answer)</answer>.\n\n# Problem\nWhat is the solution to the multiplication equation below?\n77674 x 53129\n\nGive your answer in the following format:\n<answer>\...
[]
[]
{"metadata": "{\"arg1\": 77674, \"arg2\": 53129, \"solution\": 4126741946}", "task_source": "longmult"}
test
{"arg1": 77674, "arg2": 53129, "solution": 4126741946}
[ "To solve the multiplication equation \\(77674 \\times 53129\\), we will perform the multiplication step by step.\n\nFirst, let's break it down into smaller parts for easier calculation:\n\n1. Multiply 77674 by 9 (the units digit of 53129):\n \\[\n 77674 \\times 9 = 708866\n \\]\n\n2. Multiply 77674 by 10 (th...
[ false, false, false, false ]
[ "", "", "", "" ]
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[ false, false, false, false ]
[ "8476266", "476063946", "1553480", "4129375166" ]
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065068
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
93749 x 29118
2729783382
longmult_5dig
longmult
[ { "content": "Answer the following problem. Explain your reasoning step by step. When you are finished, give your answer in this format: <answer>(your answer)</answer>.\n\n# Problem\nWhat is the solution to the multiplication equation below?\n93749 x 29118\n\nGive your answer in the following format:\n<answer>\...
[]
[]
{"metadata": "{\"arg1\": 93749, \"arg2\": 29118, \"solution\": 2729783382}", "task_source": "longmult"}
test
{"arg1": 93749, "arg2": 29118, "solution": 2729783382}
[ "To solve the multiplication equation \\( 93749 \\times 29118 \\), we can use long multiplication.\n\nHere are the steps:\n\n1. **Multiply 93749 by 8 (the units digit of 29118):**\n \\[\n 93749 \\times 8 = 750192\n \\]\n\n2. **Multiply 93749 by 10 (the tens digit of 29118) and add the result to the previous s...
[ false, false, false, false ]
[ "", "", "", "" ]
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[ false, false, false, false ]
[ "104811582", "2698458242", "1034609764", "1042301422" ]
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065069
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
68166 x 58139
3963103074
longmult_5dig
longmult
[ { "content": "Answer the following problem. Explain your reasoning step by step. When you are finished, give your answer in this format: <answer>(your answer)</answer>.\n\n# Problem\nWhat is the solution to the multiplication equation below?\n68166 x 58139\n\nGive your answer in the following format:\n<answer>\...
[]
[]
{"metadata": "{\"arg1\": 68166, \"arg2\": 58139, \"solution\": 3963103074}", "task_source": "longmult"}
test
{"arg1": 68166, "arg2": 58139, "solution": 3963103074}
[ "To solve the multiplication equation \\( 68166 \\times 58139 \\), we can use long multiplication. Let's break it down step by step:\n\n1. **Multiply 68166 by 9 (the units digit of 58139):**\n - \\( 68166 \\times 9 = 613494 \\)\n\n2. **Multiply 68166 by 30 (the tens digit of 58139):**\n - First, calculate \\( 6...
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065070
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
46278 x 49891
2308855698
longmult_5dig
longmult
[ { "content": "Answer the following problem. Explain your reasoning step by step. When you are finished, give your answer in this format: <answer>(your answer)</answer>.\n\n# Problem\nWhat is the solution to the multiplication equation below?\n46278 x 49891\n\nGive your answer in the following format:\n<answer>\...
[]
[]
{"metadata": "{\"arg1\": 46278, \"arg2\": 49891, \"solution\": 2308855698}", "task_source": "longmult"}
test
{"arg1": 46278, "arg2": 49891, "solution": 2308855698}
[ "To solve the multiplication equation \\(46278 \\times 49891\\), we can break it down into simpler steps for easier calculation:\n\nFirst, let's multiply 46278 by 50000 (which is 49891 multiplied by 10):\n\\[46278 \\times 50000 = 2313900000\\]\n\nNext, let's multiply 46278 by 9000 (which is 49891 multiplied by 19):...
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065071
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
13031 x 40855
532381505
longmult_5dig
longmult
[ { "content": "Answer the following problem. Explain your reasoning step by step. When you are finished, give your answer in this format: <answer>(your answer)</answer>.\n\n# Problem\nWhat is the solution to the multiplication equation below?\n13031 x 40855\n\nGive your answer in the following format:\n<answer>\...
[]
[]
{"metadata": "{\"arg1\": 13031, \"arg2\": 40855, \"solution\": 532381505}", "task_source": "longmult"}
test
{"arg1": 13031, "arg2": 40855, "solution": 532381505}
[ "To solve the multiplication equation \\(13031 \\times 40855\\), we can break it down into simpler steps or use a calculator for accuracy. However, let's first try to estimate the result by rounding the numbers:\n\n1. Round 13031 to 13000.\n2. Round 40855 to 41000.\n\nNow, multiply these rounded numbers:\n\n\\[1300...
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[ "", "", "", "" ]
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065072
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
83847 x 17672
1481744184
longmult_5dig
longmult
[ { "content": "Answer the following problem. Explain your reasoning step by step. When you are finished, give your answer in this format: <answer>(your answer)</answer>.\n\n# Problem\nWhat is the solution to the multiplication equation below?\n83847 x 17672\n\nGive your answer in the following format:\n<answer>\...
[]
[]
{"metadata": "{\"arg1\": 83847, \"arg2\": 17672, \"solution\": 1481744184}", "task_source": "longmult"}
test
{"arg1": 83847, "arg2": 17672, "solution": 1481744184}
[ "To solve the multiplication equation \\(83847 \\times 17672\\), we can use long multiplication. Let's break it down step by step:\n\n1. Multiply 83847 by 2 (the ones digit of 17672):\n \\[\n 83847 \\times 2 = 167694\n \\]\n\n2. Multiply 83847 by 70 (the tens digit of 17672):\n \\[\n 83847 \\times 70 = 58...
[ false, false, false, false ]
[ "", "", "", "" ]
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[ false, false, false, false ]
[ "55445284", "1473417064", "1500091964", "5613065284" ]
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065074
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
23722 x 40011
949140942
longmult_5dig
longmult
[ { "content": "Answer the following problem. Explain your reasoning step by step. When you are finished, give your answer in this format: <answer>(your answer)</answer>.\n\n# Problem\nWhat is the solution to the multiplication equation below?\n23722 x 40011\n\nGive your answer in the following format:\n<answer>\...
[]
[]
{"metadata": "{\"arg1\": 23722, \"arg2\": 40011, \"solution\": 949140942}", "task_source": "longmult"}
test
{"arg1": 23722, "arg2": 40011, "solution": 949140942}
[ "To solve the multiplication equation \\(23722 \\times 40011\\), we can use the standard multiplication algorithm. Let's break it down step by step:\n\n1. Multiply 23722 by 1 (the rightmost digit of 40011):\n \\[\n 23722 \\times 1 = 23722\n \\]\n\n2. Multiply 23722 by 0 (the next digit of 40011) and shift one...
[ false, false, false, false ]
[ "", "", "", "" ]
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065075
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
10119 x 51970
525884430
longmult_5dig
longmult
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[]
[]
{"metadata": "{\"arg1\": 10119, \"arg2\": 51970, \"solution\": 525884430}", "task_source": "longmult"}
test
{"arg1": 10119, "arg2": 51970, "solution": 525884430}
[ "To solve the multiplication equation \\(10119 \\times 51970\\), we can break it down into simpler steps:\n\n1. First, let's multiply the numbers without the decimal points:\n \\(10119 \\times 5197 = 52438633\\)\n\n2. Now, since there are two decimal places in each number (one from 10119 and one from 51970), we n...
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065076
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
57470 x 32279
1855074130
longmult_5dig
longmult
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[]
[]
{"metadata": "{\"arg1\": 57470, \"arg2\": 32279, \"solution\": 1855074130}", "task_source": "longmult"}
test
{"arg1": 57470, "arg2": 32279, "solution": 1855074130}
[ "To solve the multiplication equation \\( 57470 \\times 32279 \\), we can use long multiplication. Let's break it down step by step:\n\n1. **Multiply 57470 by 9 (the units digit of 32279):**\n \\[\n 57470 \\times 9 = 517230\n \\]\n\n2. **Multiply 57470 by 20 (the tens digit of 32279):**\n \\[\n 57470 \\ti...
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2025-10-26
test
main
TAUR-dev/M-0903_rl_reflect__0epoch_3args__grpo_minibs32_lr1e-6_rollout16-rl
0
eval_rl
1
2025-10-26T11:51:24.065078
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_3args_rlonly-longmult_5dig-eval_rl
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Experiment Tracker: FinEval_16k_fulleval_3args_rlonly-longmult_5dig

Experiment Description: Evaluation experiment for task longmult_5dig from FinEval_16k_fulleval_3args_rlonly

Start Time: 2025-10-26T11:33:26.099155

Tracker Dataset: TAUR-dev/D-ExpTracker__FinEval_16k_fulleval_3args_rlonly-longmult_5dig__v1

Stages Completed

Total stages: 1

Models Created

Dataset Configurations

This tracker dataset contains the following configurations with immediate upload as stages complete:

Training Data (Complete Datasets)

Hyperparameters (Complete Configurations)

Logs (Stage-Specific)

Evaluation Results (Complete with Annotations)

Metadata

  • experiment_metadata: Timeline and stage information

Usage

Load specific configurations with:

from datasets import load_dataset

# Load experiment metadata
metadata = load_dataset('TAUR-dev/D-ExpTracker__FinEval_16k_fulleval_3args_rlonly-longmult_5dig__v1', 'experiment_metadata')

# Load complete training datasets
sft_data = load_dataset('TAUR-dev/D-ExpTracker__FinEval_16k_fulleval_3args_rlonly-longmult_5dig__v1', 'training_data__sft')
sft_metadata = load_dataset('TAUR-dev/D-ExpTracker__FinEval_16k_fulleval_3args_rlonly-longmult_5dig__v1', 'training_data__sft_metadata')

# Load complete configurations
sft_hyperparams = load_dataset('TAUR-dev/D-ExpTracker__FinEval_16k_fulleval_3args_rlonly-longmult_5dig__v1', 'hyperparameters__sft')
rl_hyperparams = load_dataset('TAUR-dev/D-ExpTracker__FinEval_16k_fulleval_3args_rlonly-longmult_5dig__v1', 'hyperparameters__rl')

# Load stage-specific logs
sft_logs = load_dataset('TAUR-dev/D-ExpTracker__FinEval_16k_fulleval_3args_rlonly-longmult_5dig__v1', 'logs__sft')
rl_logs = load_dataset('TAUR-dev/D-ExpTracker__FinEval_16k_fulleval_3args_rlonly-longmult_5dig__v1', 'logs__rl')

# Load evaluation results with annotations
sft_eval_results = load_dataset('TAUR-dev/D-ExpTracker__FinEval_16k_fulleval_3args_rlonly-longmult_5dig__v1', 'evals_eval_sft')
rl_eval_results = load_dataset('TAUR-dev/D-ExpTracker__FinEval_16k_fulleval_3args_rlonly-longmult_5dig__v1', 'evals_eval_rl')

Models

Registry

All models from this experiment are automatically registered in the SkillFactory Model Registry with:

  • Complete training configuration (hyperparameters, datasets, methods)
  • Experiment lineage (links back to this tracker dataset)
  • Stage-specific metadata (SFT vs RL training details)
  • Structured input data references (training datasets and configurations)

Registry entries follow the naming pattern: Model - FinEval_16k_fulleval_3args_rlonly-longmult_5dig - {stage_name} - {SFT/RL}


Generated by SkillFactory Experiment Management System All artifacts uploaded immediately as stages complete with perfect data provenance

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