Search: id:A119893
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%I A119893
%S A119893 67,89,139,157,179,193,197,199,229,269,283,337,359,373,379,409,449,463,
%T A119893 467,487,557,571,577,593,607,643,647,661,683,719,733,739,751,757,773,
%U A119893 809,823,827,829,863,881,883,919,937,953,971,991,1039,1093,1097,1129
%N A119893 Prime soloists for which the sum of the digits is another prime soloist.
%H A119893 L. Stevens, <a href="http://www.lucstevens.com/Primeensembles.htm">Prime 
               ensembles</a>
%e A119893 67 is in the sequence because (1) it is a prime soloist and (2) the sum 
               of its digits 6+7=13 is another prime soloist ( see A119889)
%Y A119893 Cf. A119889.
%Y A119893 Sequence in context: A139973 A118741 A130058 this_sequence A130059 A039539 
               A158848
%Y A119893 Adjacent sequences: A119890 A119891 A119892 this_sequence A119894 A119895 
               A119896
%K A119893 base,nonn
%O A119893 1,1
%A A119893 Luc Stevens (lms022(AT)yahoo.com), May 28 2006

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