%I A082379
%S A082379 1,2,4,6,10,14,20,24,30,40,48,56,64,76,82,92,106,124,142,152,172,192,
%T A082379 210,220,234,256,284,308,314
%N A082379 7/3-power-free words over the alphabet Sigma2.
%H A082379 K. Jarhumaeki and J. Shallit, <a href="http://arXiv.org/abs/math.CO/0304095">
               Polynomial vs Exponential Growth in Repetition-Free Binary Words</
               a>
%Y A082379 Cf. A038952, A028445, A007777, A082380.
%Y A082379 Sequence in context: A062425 A121386 A007777 this_sequence A167379 A094589 
               A071425
%Y A082379 Adjacent sequences: A082376 A082377 A082378 this_sequence A082380 A082381 
               A082382
%K A082379 nonn
%O A082379 0,2
%A A082379 Ralf Stephan (ralf(AT)ark.in-berlin.de), Apr 10 2003