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<|im_start|>user If $ω > 0$, the graph of the function $y=\cos (ωx+ \frac {π}{3})$ is shifted to the right by $\frac {π}{3}$ units and coincides with the graph of the function $y=\sin ωx$, then the minimum value of $ω$ is ( ). A: $ \frac {11}{2}$ B: $ \frac {5}{2}$ C: $ \frac {1}{2}$ D: $ \frac {3}{2}$ Please reason ...
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<|im_start|>user Please solve the programming task below in Python. Code should be wrapped in a markdown code block. def logistic_robot(n: int, c: int, commands: List[str]) -> List[int]: """A logistics company uses an automated delivery robot to distribute packages along a linear series of warehouses. Args: ...
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"<|im_start|>user\nLet \\( a, b, c, d, e, f \\) be integers selected from the set \\( \\{1,2, \\ldot(...TRUNCATED)
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TaH2 AMTeam Tool

Code: thu-nics/TaH · Paper: arXiv:2609.35748.

Final training data for Qwen3-1.7B, 4B, and 8B: math, code, science, and tool calling.

Student Directory Train rows Train tokens Eval rows
1.7B 1.7b/ 273,195 1,099,413,406 955
4B 4b/ 638,817 2,586,857,725 1,000
8B 8b/ 1,282,124 5,192,783,145 1,000

Each directory contains train/, eval/, and mix_report.json. Splits are pretokenized Hugging Face save_to_disk datasets with fields real_text, real_token, mask, and data_id. Only assistant tokens have mask=1.

The 1.7B responses were regenerated by Qwen3-8B, with Qwen3-32B simulating tool responses. The 4B/8B data keeps original AM teacher responses and Nemotron tool traces.

The 1.7B generation inputs are in 1.7b-prompts/{am,tool_calling}/, with train.jsonl and eval.jsonl in each: AM has 220,523 / 811 prompts; tool calling has 51,073 / 189 full reference traces. These precede episode expansion and subsampling.

from huggingface_hub import snapshot_download
from datasets import load_from_disk

snapshot_download("nics-efc/TaH2-amteam-tool", repo_type="dataset",
                  local_dir="data", allow_patterns=["1.7b/*"])
train = load_from_disk("data/1.7b/train")

Replace 1.7b/* with 4b/*, 8b/*, or 1.7b-prompts/* to download another subset.

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