%I A106726
%S A106726 14293,200041,210011,710573,799817,851113,1104113,1133513,1245227,
%T A106726 2000153,2442113,2442133,2442151,2442173,2442179,2442191,2442197,
%U A106726 3301037,3513997,5684891,5684909,5684927,5834513,5977333,6558733
%N A106726 Smallest of nine consecutive primes whose sum of digits is prime.
%e A106726 a(1)=14293 is a term because this is smallest of nine consecutive primes 
               i.e. 14293,14303,14321,14323,14327,14341,14347,14369 and 14387, whose 
               sum of digits is prime i.e. 1+4+2+9+3=19, 1+4+3+0+3=11, 1+4+3+2+1=11, 
               1+4+3+2+3=13, 1+4+3+2+7=17, 1+4+3+4+1=13,1+4+3+4+7=19,1+4+3+6+9=23 
               and 1+4+3+8+7=23.
%Y A106726 Sequence in context: A104825 A034232 A115554 this_sequence A064965 A072890 
               A049442
%Y A106726 Adjacent sequences: A106723 A106724 A106725 this_sequence A106727 A106728 
               A106729
%K A106726 base,nonn
%O A106726 1,1
%A A106726 Shyam Sunder Gupta (guptass(AT)rediffmail.com), May 14 2005