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  license: llama2
 
 
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  These are 2-bit quantized versions of [Aurora Nights 70B v1.0](https://huggingface.co/sophosympatheia/Aurora-Nights-70B-v1.0).
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  The importance matrix was trained for 50K tokens (100 batches of 512 tokens) using `wiki.train.raw`.
 
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  license: llama2
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+ language:
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+ - en
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+ <img 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/>
8
+
9
  These are 2-bit quantized versions of [Aurora Nights 70B v1.0](https://huggingface.co/sophosympatheia/Aurora-Nights-70B-v1.0).
10
 
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  The importance matrix was trained for 50K tokens (100 batches of 512 tokens) using `wiki.train.raw`.