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+ license: cc-by-nc-4.0
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+ language:
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+ - en
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+ ---
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+ <img 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" />
8
+
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+ These are GGUF quantized versions of [Karko/Proctora](https://huggingface.co/Karko/Proctora).
10
+
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+ The importance matrix was trained for 1M tokens (2,000 batches of 512 tokens) using `wiki.train.raw`.
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+ The IQ2_XXS and IQ2_XS versions are compatible with llama.cpp, version `147b17a` or later.