%I A030289
%S A030289 0,1,8,27,64,125,343,512,4096,5832,64000,91125,300763,941192,3375000,
%T A030289 8489664,13312053,86444696669696,100175333300307,488224224494488,
%U A030289 510657175657000,2233398984434344,5177717000000000,6393843393228864
%N A030289 Cubes whose digits do not appear in previous term.
%t A030289 bb={0}; idi1=IntegerDigits[0]; Do[idi=IntegerDigits[r=i^3]; If[Intersection[idi, 
               idi1]=={}, bb={bb, r}; idi1=idi], {i, 1, 100000}]; fla=Flatten[bb] 
               - Zak Seidov (zakseidov(AT)yahoo.com), Feb 17 2005
%Y A030289 Squares whose digits do not appear in previous term: A030288. Primes 
               whose digits do not appear in previous term: A030284.
%Y A030289 Sequence in context: A052048 A052064 A125496 this_sequence A111131 A111103 
               A076969
%Y A030289 Adjacent sequences: A030286 A030287 A030288 this_sequence A030290 A030291 
               A030292
%K A030289 nonn,base
%O A030289 1,3
%A A030289 Patrick De Geest (pdg(AT)worldofnumbers.com)