%I A051470
%S A051470 1,906150258,906150259,906150260,906150263,906150264,906150331,
%T A051470 906150334,906150337,906150338,906150339,906150358,906150359,906150362,
%U A051470 906150363,906150368,906150387,906150388,906150389,906150406,906150407
%N A051470 a(n) is least value of m for which sum of Liouville's function from 1 
               to m is n.
%C A051470 It was once conjectured that the sum of Liouville's function was never 
               >0 except for the first term.
%e A051470 The sum of Liouville's function from 1 through 906150258 is 2, that is 
               the smallest value, so a(2)=906150258.
%Y A051470 Sequence in context: A091340 A114665 A157798 this_sequence A076135 A015382 
               A115385
%Y A051470 Adjacent sequences: A051467 A051468 A051469 this_sequence A051471 A051472 
               A051473
%K A051470 nonn
%O A051470 1,2
%A A051470 Jud McCranie (j.mccranie(AT)comcast.net)