Search: id:A084378
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%I A084378
%S A084378 4,11,30,67,128,219,346,515,732,1003,1334,1731,2200,2747,3378,4099,4916,
%T A084378 5835,6862,8003,9264,10651,12170,13827,15628,17579,19686,21955,24392,
%U A084378 27003,29794,32771,35940,39307,42878,46659,50656,54875,59322,64003
%N A084378 a(n) = n^3 + 3.
%H A084378 Cino Hilliard, <a href="http://groups.msn.com/BC2LCC/n37ltk2.msnw">Proof 
               that n^3+7 <> k^2 for all integers n,k</a>.
%o A084378 (PARI) n3pm(n,m) = { for(x=1,n,y=x^3+m; print1(y" ")) }
%Y A084378 Cf. sequence for n^3+7.
%Y A084378 Sequence in context: A098149 A124861 A110579 this_sequence A099065 A102281 
               A026583
%Y A084378 Adjacent sequences: A084375 A084376 A084377 this_sequence A084379 A084380 
               A084381
%K A084378 easy,nonn
%O A084378 0,1
%A A084378 Cino Hilliard (hillcino368(AT)gmail.com), Jun 23 2003

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