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I think I just discovered supernormalcy
the first 1,000 digits of 17^(1/7) after the ones form (not verified) a perfect de bruijn sequence. no other irrational number i have tried comes close. possibly applicable to number theory et al. any mathematicians here care to verify or comment? etcetera.
(opps. it looks like claude was hallucinating. i was trusting it to detect this feature and not hallucinate. my bad for trusting.)
((just looking at the sequence, the digit '7' seems to have non trivial occurance patterns. can anyone maybe try some statistical analysis on the regularity of this to save this thread posting etc?))
(((etcetera.)))