%I A089210
%S A089210 1,4,19683,340282366920938463463374607431768211456
%N A089210 n^(n^(n-1)).
%e A089210 1^(1^0), 2^(2^1), 3^(3^2), 4^(4^3), 5^(5^4), ...
%e A089210 a(5) = 5^625 is
%e A089210 71821208748307350806616247734800247443646340206560432071396707807743664171107442303767251899701806\
%e A089210 2741796485283616933959084936077890725905152053760052170385188643433579743241720259632199259695\
%e A089210 9457429085048683346494104271761092943744025308612741315888111911087856525487071480712730550125\
%e A089210 0316534243564700489124592870454956410729577301690317708800960633255792684347901301624401393481\
%e A089210 617554653310899100138176009977541980333626270294189453125.
%o A089210 (PARI) g(n) = for(x=1,n,print1(x^x^(x-1)","))
%Y A089210 Sequence in context: A070157 A003556 A053015 this_sequence A034014 A001376 
               A053937
%Y A089210 Adjacent sequences: A089207 A089208 A089209 this_sequence A089211 A089212 
               A089213
%K A089210 nonn
%O A089210 1,2
%A A089210 Cino Hilliard (hillcino368(AT)gmail.com), Dec 09 2003
%E A089210 Edited by N. J. A. Sloane (njas(AT)research.att.com), Nov 09 2007