%I A069622
%S A069622 1,2,9,16,625,7776,117649,262144,4782969,1000000000,25937424601,
%T A069622 743008370688,23298085122481,793714773254144,29192926025390625,
%U A069622 4503599627370496,48661191875666868481,2185911559738696531968
%N A069622 Let Power(n) be the sequence of integer roots or powers of n. Power(1) 
               is 1,1,1,1,... Power(4) is 1,2,4,16,64,256,... Power(27) is 1,3,9,
               27,729,... Power (p^k) is 1,p,p^a,p^b,...p^k, p^2k,p^3k,...where 
               p is a prime and a,b etc. are divisors of k. This is the sequence 
               of the n-th term of Power(n).
%e A069622 a(16) = 4503599627370496 = 16-th term of Power(16) : 1,2,4,16,256,4096,
               ...
%Y A069622 Sequence in context: A078707 A085332 A062981 this_sequence A137189 A028503 
               A100291
%Y A069622 Adjacent sequences: A069619 A069620 A069621 this_sequence A069623 A069624 
               A069625
%K A069622 nonn
%O A069622 1,2
%A A069622 Amarnath Murthy (amarnath_murthy(AT)yahoo.com), Mar 27 2002
%E A069622 More terms from Larry Reeves (larryr(AT)acm.org), Jul 03 2002