Security relies on min-entropy, not Shannon entropy. Min-entropy bounds the worst case: the probability of the *most likely* interpretation, not the average.
Since H_min ≤ H_Shannon, proving high Shannon entropy guarantees even the adversary's best guess has astronomically low probability. We're not trusting averages, we're using the average as an upper bound on the maximum.
Thanks for the detailed explanation. I was just addressing the obvious misunderstanding of what entropy is.
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