%I A049364
%S A049364 2,572,8410815,59609420837337474
%N A049364 Smallest number that is digitally balanced in all bases 2, 3, ... n.
%H A049364 Joe K. Crump, <a href="http://www.immortaltheory.com/NumberTheory/">Joe's 
               Number Theory Web</a>.
%Y A049364 Cf. A031443, A049354, A049355, etc.
%Y A049364 See A065963 for another version.
%Y A049364 Sequence in context: A120840 A058429 A117509 this_sequence A159529 A163277 
               A003830
%Y A049364 Adjacent sequences: A049361 A049362 A049363 this_sequence A049365 A049366 
               A049367
%K A049364 nonn,nice,base
%O A049364 2,1
%A A049364 Harvey P. Dale (hpd(AT)apscompany.com)
%E A049364 a(5) from Joe K. Crump (joecr(AT)carolina.rr.com), Aug 29 2000, who reports 
               that the next term is greater than 22185312344622607538702383625075608111920737991870030337.
%E A049364 a(6) > 5^434 and would be too large to include. This result comes from 
               combining Joe K. Crump's algorithm with the observation that digitally 
               balanced numbers in base 5 are all even and digitally balanced numbers 
               in base 3 are even iff they are of even length. - Martin Fuller (martin_n_fuller(AT)btinternet.com), 
               Nov 27 2006