%I A135485
%S A135485 1,4,29,372,15013,386306,24523875,918395614,79229380895,14586375356764,
%T A135485 834214662337565,178751836441797978,22742242136807984059,
%U A135485 1741006366419098769302,258407992554086508103671
%N A135485 Sum_{i=1..n) p(i)^(i-1), where p(i) denotes i-th prime number.
%C A135485 The primes in this sequence are: 29 = 2^0+3^1+5^2, 15013 = 2^0+3^1+5^2+7^3+11^4, 
               82630...60939 (107 digits number) = 2^0+3^1+5^2+....+211^46, ...
%t A135485 f[n_] := Sum[Prime[i]^(i - 1), {i, n}]; Array[f, 16] (* Robert G. Wilson 
               v *)
%Y A135485 Cf. A000040, A087480, A135484.
%Y A135485 Sequence in context: A099700 A137646 A000798 this_sequence A162287 A166168 
               A126559
%Y A135485 Adjacent sequences: A135482 A135483 A135484 this_sequence A135486 A135487 
               A135488
%K A135485 nonn
%O A135485 1,2
%A A135485 Ctibor O. Zizka (ctibor.zizka(AT)seznam.cz), Feb 07 2008, Feb 17 2008
%E A135485 Edited and extended by Robert G. Wilson v (rgwv(AT)rgwv.com), Feb 12 
               2008