%I A106397
%S A106397 1,1,0,3,11,30,72,162,353,756,1598,3334,6868,14002,28368,
%T A106397 57374,116233,236165,480781,978293,1984231,4003365,8028201,
%U A106397 16011129,31812545,63129395,125452526,250216779,501567302
%V A106397 1,1,0,-3,-11,-30,-72,-162,-353,-756,-1598,-3334,-6868,-14002,-28368,
%W A106397 -57374,-116233,-236165,-480781,-978293,-1984231,-4003365,-8028201,
%X A106397 -16011129,-31812545,-63129395,-125452526,-250216779,-501567302
%N A106397 Binomial transform of Mertens' function sequence A002321.
%F A106397 Binomial transform of A002321.
%e A106397 Binomial transform of [1, 0, -1, -1, -2, -1, -2, -2, -2...]
%Y A106397 Cf. A002321.
%Y A106397 Sequence in context: A122023 A009183 A165893 this_sequence A098150 A167375 
               A085376
%Y A106397 Adjacent sequences: A106394 A106395 A106396 this_sequence A106398 A106399 
               A106400
%K A106397 sign
%O A106397 1,4
%A A106397 Gary W. Adamson (qntmpkt(AT)yahoo.com), May 01 2005
%E A106397 More terms from Tilman Neumann (Tilman.Neumann(AT)web.de), Dec 13 2008