Re: Repeated digits in Pi -- the Feynman point

In article <103bugr$1bnfr$2@dont-email.me>,
David Entwistle  <qnivq.ragjvfgyr@ogvagrearg.pbz> wrote:

So, the probability of six nines occurring together, in a random sequence,
would be one in one hundred thousand. If 999999 occurs after the 762nd
digit after the decimal point of pi, I now recognize that is surprising.

There's a run of 11 9s starting at the 27,014,073,304th decimal place.

There's a run of 17 equal digits starting at the 28,642,224,609,576th
decimal place, but I don't know what digit it is.  It comes before any
runs of exactly 15 or 16.

See https://oeis.org/A049522 (the numbers there are counted from the
initial 3).

-- Richard