Correlation and causation are correlated, and correlation sometimes causes causation. Coincidence? I don't think so.
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it'd work better if you noted that causation causes correlation, instead of the (kinda incoherent) claim of the opposite...
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it's not incoherent btw, it's practically the definition of Hebbian learning 🤓 bam
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that's not quite correlation causing causation, it's repetition causing causation.
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