%I A045760
%S A045760 7,212,8126,241995,3539990,1330820,12222533493,3249880870
%N A045760 Smallest Maris-McGwire k-tuple for each k: f(n) = f(n+1) =... = f(n+k-1), 
               where f is defined in comments.
%C A045760 A045759 generalizes to k consecutive integers that all have the same 
               value of f(n), where f(n) = sum of digits of n plus sum of digits 
               in prime factors of n. The sequence shows the integer which starts 
               the smallest set of k (and no more than k) consecutive integers having 
               this property.
%H A045760 H. Havermann, <a href="http://chesswanks.com/pxp/seven.html">Maris-McGwire-Sosa 
               7-tuples, 8-tuples and 9-tuples</a>
%Y A045760 Cf. A045759, A006145.
%Y A045760 Sequence in context: A157775 A065819 A061028 this_sequence A046033 A114939 
               A145107
%Y A045760 Adjacent sequences: A045757 A045758 A045759 this_sequence A045761 A045762 
               A045763
%K A045760 nonn,more
%O A045760 1,1
%A A045760 Mike Keith (domnei(AT)aol.com)
%E A045760 Two more terms from Hans Havermann (pxp(AT)rogers.com), Dec 13, 2000.