Find the rule and continue this sequence of digits:
1235813941213533488671216141383377554...
Is there a limit to the number of times in a row a digit can appear?
My answer is that there will be no limit to the number of consecutive
digits in the sequence. The digit that is repeated the most will be the
digit 9, and after the 20568th digit, the new maximum will be 9's and
it will be a power of 2 plus 2 digits in a row. In the first 10000000
digits of the sequence, the max number of repetitions is 2^15+2 nines
between the 9660996th and 9693765th digits.
P.S. Don't think the whiteboard was enough for that Jer. :)

Posted by Justin
on 20050708 21:15:32 