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%I #14 Oct 22 2016 03:15:56
%S 3,8,11,16,19,21,24,29,32,37,40,42,45,50,53,55,58,63,66,71,74,76,79,
%T 84,87,92,95,97,100,105,108,110,113,118,121,126,129,131,134,139,142,
%U 144,147,152,155,160,163,165,168,173,176,181,184,186,189,194,197,199,202,207,210,215,218,220,223,228,231,236,239,241,244,249,252,254,257,262,265,270
%N Positions of 1 in A188472.
%C See A188294, A188472.
%C Is this the same as A188018 without the 6? - _R. J. Mathar_, Apr 05 2011
%C Answer: yes. These are the positions of 1 in A188472, which is obtained from A188017 by applying [-x]=-[x]-1 to [6r-nr], where [.] is the floor function, and r the golden mean. The extra 6 is explained by noting that [-x]=-[x]-1 does not hold for integer x. - _Michel Dekking_, Oct 15 2016
%t (See A188472.)
%Y Cf. A188294, A188472.
%K nonn
%O 1,1
%A _Clark Kimberling_, Apr 01 2011
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