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%I A224751 #31 Dec 14 2017 02:47:34
%S A224751 3,3,22,5,26,3,22,2,13,12,25,26,24,13,19,23,16,18,16,9,9,10,26,8,23,5,
%T A224751 5,13,21,16,4,18,24,15,21,0,10,8,3,6,13,15,2,25,8,19,9,10,12,16,10,19,
%U A224751 3,1,0,26,7,24,12,8,17,21,14,26,23,11,8,4,6,16,8,20,19,20,26,15
%N A224751 Expansion of Pi in base 27.
%C A224751 It is believed that Pi is normal in every base b. This would imply that the expansion in base 26 (see A224750) or base 27 (this sequence) contains any finite string of text (e.g., the complete works of Shakespeare) infinitely often. See Example section.
%C A224751 See A000796 for a list of sequences giving the expansion of Pi in other bases.
%H A224751 Vincenzo Librandi, <a href="/A224751/b224751.txt">Table of n, a(n) for n = 1..5000</a>
%H A224751 Stan Wagon, <a href="http://pi314.at/math/normal.html">Is Pi Normal?</a>
%H A224751 Wikipedia, <a href="http://en.wikipedia.org/wiki/Normal_number">Normal Number</a>
%e A224751 Using the encoding 1=a, 2=b, ..., 26=z, 0=space, this begins
%e A224751 ccvezcvbmlyzxmswprpiijzhweemupdrxou jhcfmobyhsijlpjsca zgxlhqunzwkhdfphtstzoprsnu nhawsjlquvbnqpvzqlwwliytpdauuddkzfgmpcu fnwsavktwroffceijqrhtlvuqlqnox mjrjmq sqmqscvymhqwjrzkwqdathn fmwfr fzugxgdjsqpk ckjirtxtiq c crbcntowtvcpywrtlqyuwnrsivl ...
%t A224751 RealDigits[Pi, 27, 75][[1]] (* _Robert G. Wilson v_, Dec 21 2014 *)
%Y A224751 Cf. A000796, A068437, A224750.
%K A224751 nonn,base,cons
%O A224751 1,1
%A A224751 _N. J. A. Sloane_, Apr 18 2013
%E A224751 Corrected by _N. J. A. Sloane_, Apr 10 2014

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