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756 x 322
243432
longmult_3dig
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?\n756 x 322\n\nGive your answer in the following format:\n<answer>\n(yo...
[]
[]
{"metadata": "{\"arg1\": 756, \"arg2\": 322, \"solution\": 243432}", "task_source": "longmult"}
test
{"arg1": 756, "arg2": 322, "solution": 243432}
[ "To solve the multiplication of 756 and 322, we can break it down into simpler steps:\n\n1. **Break Down Multiplication**:\n - First, let's consider breaking down the numbers for easier calculation.\n \n2. **Alternative Breakdown**:\n - We know that \\(756 = 700 + 56\\) and \\(322 = 300 + 22\\).\n So,\n ...
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2025-11-10
test
main
TAUR-dev/M-AT_star_sft-sft
0
eval_sft
1
2025-11-10T03:42:48.270586
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig-eval_sft
726 x 135
98010
longmult_3dig
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?\n726 x 135\n\nGive your answer in the following format:\n<answer>\n(yo...
[]
[]
{"metadata": "{\"arg1\": 726, \"arg2\": 135, \"solution\": 98010}", "task_source": "longmult"}
test
{"arg1": 726, "arg2": 135, "solution": 98010}
[ "To solve the multiplication equation \\(726 \\times 135\\), we can use various methods such as long multiplication or breaking down one of the numbers into smaller parts that make calculations easier. Let's explore both approaches:\n\n### Method 1: Long Multiplication\nWe'll multiply each digit of 726 by each digi...
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2025-11-10
test
main
TAUR-dev/M-AT_star_sft-sft
0
eval_sft
1
2025-11-10T03:42:48.270600
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig-eval_sft
520 x 133
69160
longmult_3dig
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?\n520 x 133\n\nGive your answer in the following format:\n<answer>\n(yo...
[]
[]
{"metadata": "{\"arg1\": 520, \"arg2\": 133, \"solution\": 69160}", "task_source": "longmult"}
test
{"arg1": 520, "arg2": 133, "solution": 69160}
[ "To solve the multiplication equation \\(520 \\times 133\\), we can break it down into simpler steps:\n\n### Step 1: Break Down 133\nWe know that \\(133 = 100 + 30 + 3\\). This allows us to distribute our multiplication across these components.\n\\[520 \\times (100 + 30 + 3)\\]\n\n### Step 2: Distribute Across Each...
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2025-11-10
test
main
TAUR-dev/M-AT_star_sft-sft
0
eval_sft
1
2025-11-10T03:42:48.270602
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig-eval_sft
420 x 680
285600
longmult_3dig
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?\n420 x 680\n\nGive your answer in the following format:\n<answer>\n(yo...
[]
[]
{"metadata": "{\"arg1\": 420, \"arg2\": 680, \"solution\": 285600}", "task_source": "longmult"}
test
{"arg1": 420, "arg2": 680, "solution": 285600}
[ "To solve the multiplication of 420 and 680, we can break it down into simpler steps:\n\n1. **Break Down Multiplication**:\n - First, let’s consider breaking down each number into more manageable parts.\n \\[\n 420 = 400 + 20 \\\\\n 680 = 700 - 20\n \\]\n \n2. **Apply Distributive Property**:\n ...
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2025-11-10
test
main
TAUR-dev/M-AT_star_sft-sft
0
eval_sft
1
2025-11-10T03:42:48.270603
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig-eval_sft
835 x 429
358215
longmult_3dig
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?\n835 x 429\n\nGive your answer in the following format:\n<answer>\n(yo...
[]
[]
{"metadata": "{\"arg1\": 835, \"arg2\": 429, \"solution\": 358215}", "task_source": "longmult"}
test
{"arg1": 835, "arg2": 429, "solution": 358215}
[ "To solve the multiplication of 835 and 429, we can break it down into simpler steps using the distributive property of multiplication over addition:\n\n1. **Break Down 429**: We know that \\(429 = 400 + 20 + 9\\). This will help us distribute the multiplication more easily.\n \n So,\n \\[\n 835 \\times (40...
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2025-11-10
test
main
TAUR-dev/M-AT_star_sft-sft
0
eval_sft
1
2025-11-10T03:42:48.270605
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig-eval_sft
593 x 797
472621
longmult_3dig
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?\n593 x 797\n\nGive your answer in the following format:\n<answer>\n(yo...
[]
[]
{"metadata": "{\"arg1\": 593, \"arg2\": 797, \"solution\": 472621}", "task_source": "longmult"}
test
{"arg1": 593, "arg2": 797, "solution": 472621}
[ "To solve the multiplication of two numbers (593 and 797), we can use the standard algorithm for multiplying large numbers or break them down into smaller parts for easier calculation. Let's go through both methods:\n\n### Method 1: Standard Multiplication Algorithm\nWe multiply each digit of one number by each dig...
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[ "", "", "", "" ]
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[ "482881", "470230", "949221", "475,249" ]
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2025-11-10
test
main
TAUR-dev/M-AT_star_sft-sft
0
eval_sft
1
2025-11-10T03:42:48.270608
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig-eval_sft
451 x 158
71258
longmult_3dig
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?\n451 x 158\n\nGive your answer in the following format:\n<answer>\n(yo...
[]
[]
{"metadata": "{\"arg1\": 451, \"arg2\": 158, \"solution\": 71258}", "task_source": "longmult"}
test
{"arg1": 451, "arg2": 158, "solution": 71258}
[ "To solve the multiplication equation \\(451 \\times 158\\), we can break it down into smaller steps for easier calculation:\n\n### Step 1: Break Down the Numbers\nWe start by breaking down each number into more manageable parts.\n- \\(451\\) can be broken down as \\(400 + 50 + 1\\).\n- \\(158\\) remains unchanged ...
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2025-11-10
test
main
TAUR-dev/M-AT_star_sft-sft
0
eval_sft
1
2025-11-10T03:42:48.270610
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig-eval_sft
308 x 984
303072
longmult_3dig
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?\n308 x 984\n\nGive your answer in the following format:\n<answer>\n(yo...
[]
[]
{"metadata": "{\"arg1\": 308, \"arg2\": 984, \"solution\": 303072}", "task_source": "longmult"}
test
{"arg1": 308, "arg2": 984, "solution": 303072}
[ "To solve the multiplication equation \\(308 \\times 984\\), we can break it down into simpler steps using the distributive property of multiplication over addition:\n\n1. **Break Down 984**: We know that \\(984 = 1000 - 16\\). This allows us to split our original number into two parts for easier calculation.\n \...
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[ "", "", "", "" ]
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[ "303072", "308 * 984 = 307232", "308308", "303072" ]
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2025-11-10
test
main
TAUR-dev/M-AT_star_sft-sft
0
eval_sft
1
2025-11-10T03:42:48.270613
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig-eval_sft
600 x 871
522600
longmult_3dig
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?\n600 x 871\n\nGive your answer in the following format:\n<answer>\n(yo...
[]
[]
{"metadata": "{\"arg1\": 600, \"arg2\": 871, \"solution\": 522600}", "task_source": "longmult"}
test
{"arg1": 600, "arg2": 871, "solution": 522600}
[ "To solve the multiplication of 600 and 871, we can break it down into simpler steps:\n\nStep 1: Break down 600 into its place values.\n- 600 = 6 × 100\n\nStep 2: Multiply each part of 600 by 871 separately.\n- First, multiply 6 (from 600) by 871.\n- Then, multiply 100 (which represents another zero at the end of 6...
[ false, false, false, false ]
[ "", "", "", "" ]
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[ "92326", "522,600", "522,600", "92326" ]
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2025-11-10
test
main
TAUR-dev/M-AT_star_sft-sft
0
eval_sft
1
2025-11-10T03:42:48.270616
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig-eval_sft
414 x 772
319608
longmult_3dig
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?\n414 x 772\n\nGive your answer in the following format:\n<answer>\n(yo...
[]
[]
{"metadata": "{\"arg1\": 414, \"arg2\": 772, \"solution\": 319608}", "task_source": "longmult"}
test
{"arg1": 414, "arg2": 772, "solution": 319608}
[ "To solve the multiplication of two numbers (414 and 772), we can break it down into simpler steps:\n\n### Step 1: Break Down the Numbers\nFirst, let's split each number into parts that might be easier to multiply.\n- \\(414 = 400 + 10 + 4\\)\n- \\(772 = 750 + 22\\)\n\nSo our original expression becomes:\n\\[ (400 ...
[ false, false, false, false ]
[ "", "", "", "" ]
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[ "319608", "319,548", "31996", "320608" ]
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2025-11-10
test
main
TAUR-dev/M-AT_star_sft-sft
0
eval_sft
1
2025-11-10T03:42:48.270618
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig-eval_sft
901 x 174
156774
longmult_3dig
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?\n901 x 174\n\nGive your answer in the following format:\n<answer>\n(yo...
[]
[]
{"metadata": "{\"arg1\": 901, \"arg2\": 174, \"solution\": 156774}", "task_source": "longmult"}
test
{"arg1": 901, "arg2": 174, "solution": 156774}
[ "To solve the multiplication equation \\(901 \\times 174\\), we can break it down into simpler steps using place value and distributive property of multiplication over addition:\n\nStep 1: Break down 901 and 174 into their place values.\n- 901 = 900 + 1\n- 174 = 100 + 70 + 4\n\nStep 2: Multiply each part separately...
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2025-11-10
test
main
TAUR-dev/M-AT_star_sft-sft
0
eval_sft
1
2025-11-10T03:42:48.270621
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig-eval_sft
144 x 320
46080
longmult_3dig
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?\n144 x 320\n\nGive your answer in the following format:\n<answer>\n(yo...
[]
[]
{"metadata": "{\"arg1\": 144, \"arg2\": 320, \"solution\": 46080}", "task_source": "longmult"}
test
{"arg1": 144, "arg2": 320, "solution": 46080}
[ "To solve the multiplication equation \\(144 \\times 320\\), we can break it down into simpler steps:\n\nStep 1: Break down the numbers.\n- We know that \\(144\\) and \\(320\\) both have factors that make them easier to work with.\n \nStep 2: Use distributive property or long multiplication for clarity.\n\\[ 144 \...
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[ false, false, false, true ]
[ "3312", "5120", "23040", "46080" ]
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2025-11-10
test
main
TAUR-dev/M-AT_star_sft-sft
0
eval_sft
1
2025-11-10T03:42:48.270622
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig-eval_sft
986 x 175
172550
longmult_3dig
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?\n986 x 175\n\nGive your answer in the following format:\n<answer>\n(yo...
[]
[]
{"metadata": "{\"arg1\": 986, \"arg2\": 175, \"solution\": 172550}", "task_source": "longmult"}
test
{"arg1": 986, "arg2": 175, "solution": 172550}
[ "To solve the multiplication equation \\(986 \\times 175\\), we can break it down into simpler steps using the distributive property of multiplication over addition:\n\nStep 1: Break down 175 into two parts that make calculations easier.\n\\[ 175 = 100 + 75 \\]\n\nSo now our original expression becomes:\n\\[ 986 \\...
[ false, false, false, false ]
[ "", "", "", "" ]
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[ true, true, true, true ]
[ "172550", "172550", "172550", "172550" ]
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2025-11-10
test
main
TAUR-dev/M-AT_star_sft-sft
0
eval_sft
1
2025-11-10T03:42:48.270624
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig-eval_sft
593 x 672
398496
longmult_3dig
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?\n593 x 672\n\nGive your answer in the following format:\n<answer>\n(yo...
[]
[]
{"metadata": "{\"arg1\": 593, \"arg2\": 672, \"solution\": 398496}", "task_source": "longmult"}
test
{"arg1": 593, "arg2": 672, "solution": 398496}
[ "To solve the multiplication of 593 and 672, we can break it down into smaller steps for easier calculation:\n\n1. **Break Down Multiplication**:\n - First, let’s consider breaking down the numbers using their place values.\n \n2. **Calculate Partial Products**:\n - Multiply each digit of one number (593) by ...
[ false, false, false, false ]
[ "", "", "", "" ]
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[ false, true, false, false ]
[ "397596", "398,496", "396480", "427960" ]
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2025-11-10
test
main
TAUR-dev/M-AT_star_sft-sft
0
eval_sft
1
2025-11-10T03:42:48.270625
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig-eval_sft
436 x 566
246776
longmult_3dig
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?\n436 x 566\n\nGive your answer in the following format:\n<answer>\n(yo...
[]
[]
{"metadata": "{\"arg1\": 436, \"arg2\": 566, \"solution\": 246776}", "task_source": "longmult"}
test
{"arg1": 436, "arg2": 566, "solution": 246776}
[ "To solve the multiplication of 436 and 566, we can break it down into simpler steps:\n\n1. **Break Down Multiplication**:\n - First, let’s consider breaking the numbers into smaller parts that might be easier to multiply.\n \n2. **Use Distributive Property**:\n - We can use the distributive property of multi...
[ false, false, false, false ]
[ "", "", "", "" ]
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2025-11-10
test
main
TAUR-dev/M-AT_star_sft-sft
0
eval_sft
1
2025-11-10T03:42:48.270627
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig-eval_sft
125 x 260
32500
longmult_3dig
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?\n125 x 260\n\nGive your answer in the following format:\n<answer>\n(yo...
[]
[]
{"metadata": "{\"arg1\": 125, \"arg2\": 260, \"solution\": 32500}", "task_source": "longmult"}
test
{"arg1": 125, "arg2": 260, "solution": 32500}
[ "To solve the multiplication of \\(125\\) and \\(260\\), we can break it down into simpler steps:\n\nStep 1: Break down the numbers.\n- We know that \\(125 = 100 + 25\\).\n- So, \\(125 \\times 260 = (100 + 25) \\times 260\\).\n\nStep 2: Use the distributive property of multiplication over addition.\n\\[ (100 + 25) ...
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[ "", "", "", "" ]
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2025-11-10
test
main
TAUR-dev/M-AT_star_sft-sft
0
eval_sft
1
2025-11-10T03:42:48.270630
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig-eval_sft
669 x 538
359922
longmult_3dig
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?\n669 x 538\n\nGive your answer in the following format:\n<answer>\n(yo...
[]
[]
{"metadata": "{\"arg1\": 669, \"arg2\": 538, \"solution\": 359922}", "task_source": "longmult"}
test
{"arg1": 669, "arg2": 538, "solution": 359922}
[ "To solve the multiplication of 669 and 538, we can break it down into simpler steps:\n\n1. **Break Down Multiplication**:\n - First, let’s consider breaking down each number for easier calculation.\n \n2. **Multiplying Hundreds Place**:\n - Multiply 600 (from 669) by 500 (from 538):\n \\[\n 600 \\tim...
[ false, false, false, false ]
[ "", "", "", "" ]
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[ false, false, false, true ]
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2025-11-10
test
main
TAUR-dev/M-AT_star_sft-sft
0
eval_sft
1
2025-11-10T03:42:48.270632
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig-eval_sft
922 x 926
853772
longmult_3dig
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?\n922 x 926\n\nGive your answer in the following format:\n<answer>\n(yo...
[]
[]
{"metadata": "{\"arg1\": 922, \"arg2\": 926, \"solution\": 853772}", "task_source": "longmult"}
test
{"arg1": 922, "arg2": 926, "solution": 853772}
[ "To solve the multiplication of 922 and 926, we can break it down into simpler steps:\n\n1. **Break Down the Numbers**: \n - We know that \\( 922 = 900 + 22 \\) and \\( 926 = 900 + 26 \\).\n\n2. **Use Distributive Property**:\n - The distributive property allows us to distribute one number across another when m...
[ false, false, false, false ]
[ "", "", "", "" ]
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2025-11-10
test
main
TAUR-dev/M-AT_star_sft-sft
0
eval_sft
1
2025-11-10T03:42:48.270635
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig-eval_sft
195 x 803
156585
longmult_3dig
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?\n195 x 803\n\nGive your answer in the following format:\n<answer>\n(yo...
[]
[]
{"metadata": "{\"arg1\": 195, \"arg2\": 803, \"solution\": 156585}", "task_source": "longmult"}
test
{"arg1": 195, "arg2": 803, "solution": 156585}
[ "To solve the multiplication of \\(195 \\times 803\\), we can use the standard algorithm for multiplying numbers:\n\nStep 1: Multiply 195 by 3 (the units digit of 803).\n\\[ 195 \\times 3 = 585 \\]\n\nStep 2: Multiply 195 by 0 (the tens digit of 803) and shift one place to the left.\n\\[ 195 \\times 0 = 0 \\]\n\\[ ...
[ false, false, false, false ]
[ "", "", "", "" ]
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2025-11-10
test
main
TAUR-dev/M-AT_star_sft-sft
0
eval_sft
1
2025-11-10T03:42:48.270637
TAUR-dev/D-EVAL__standard_eval_v3__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig-eval_sft
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Experiment Tracker: FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig

Experiment Description: Evaluation experiment for task longmult_3dig from FinEval_16k_fulleval_AT_STAR-SFT

Start Time: 2025-11-10T03:23:00.114196

Tracker Dataset: TAUR-dev/D-ExpTracker__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig__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_AT_STAR-SFT-longmult_3dig__v1', 'experiment_metadata')

# Load complete training datasets
sft_data = load_dataset('TAUR-dev/D-ExpTracker__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig__v1', 'training_data__sft')
sft_metadata = load_dataset('TAUR-dev/D-ExpTracker__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig__v1', 'training_data__sft_metadata')

# Load complete configurations
sft_hyperparams = load_dataset('TAUR-dev/D-ExpTracker__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig__v1', 'hyperparameters__sft')
rl_hyperparams = load_dataset('TAUR-dev/D-ExpTracker__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig__v1', 'hyperparameters__rl')

# Load stage-specific logs
sft_logs = load_dataset('TAUR-dev/D-ExpTracker__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig__v1', 'logs__sft')
rl_logs = load_dataset('TAUR-dev/D-ExpTracker__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig__v1', 'logs__rl')

# Load evaluation results with annotations
sft_eval_results = load_dataset('TAUR-dev/D-ExpTracker__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig__v1', 'evals_eval_sft')
rl_eval_results = load_dataset('TAUR-dev/D-ExpTracker__FinEval_16k_fulleval_AT_STAR-SFT-longmult_3dig__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_AT_STAR-SFT-longmult_3dig - {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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