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@@ -6,7 +6,7 @@ This is a repo specifically dedicated to analyzing embedding spaces for perfect
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  We're going to get to the bottom of why embeddings are so symmetrically sample-sturdy and can be assessed with CV deterministically on random,
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  and with that compare the deconstructive nature of collapsing embeddings into more unified compacted spaces for MHA heads.
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- The bands show; D16 and D38 are directly CV sample-capable for volume validity, 64 dim being the utmost upper bounds for distance before
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  full degredation and breakdown using LINALG.det
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  Generally the rule of thumb for MHA head counts is 64 dims per head and scale from there. I'm thinking there may be a direct causal response
 
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  We're going to get to the bottom of why embeddings are so symmetrically sample-sturdy and can be assessed with CV deterministically on random,
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  and with that compare the deconstructive nature of collapsing embeddings into more unified compacted spaces for MHA heads.
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+ The bands show; D16 and D36 are directly CV sample-capable for volume validity, 64 dim being the utmost upper bounds for distance before
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  full degredation and breakdown using LINALG.det
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  Generally the rule of thumb for MHA head counts is 64 dims per head and scale from there. I'm thinking there may be a direct causal response