Search: id:A091366
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%I A091366
%S A091366 11,101,113,131,139,151,193,199,223,227,241,263,269,281,283,311,337,353,
%T A091366 359,373,421,449,461,463,487,557,577,593,599,641,643,661,733,757,821,
%U A091366 823,827,829,883,887,919,953,991,1013,1031,1039,1051,1093,1103,1123
%N A091366 Primes p such that the sum of the cubes of the digits of p is prime.
%C A091366 Apparently, in most cases the sum of the digits of such primes is also 
               prime, see A091365 for the exceptions.
%e A091366 a(1)=11 because 1^3 + 1^3 = 2 which is prime. a(10)=227 because 2^3 + 
               2^3 + 7^3 = 359 which is prime.
%Y A091366 Cf. A046704 (primes whose digits sum to a prime) A052034 (primes whose 
               digits squared sum to a prime) A091365 (primes whose digits cubed 
               sum to a prime but whose digits do not sum to a prime).
%Y A091366 Sequence in context: A057148 A076289 A117697 this_sequence A158051 A073064 
               A155075
%Y A091366 Adjacent sequences: A091363 A091364 A091365 this_sequence A091367 A091368 
               A091369
%K A091366 base,nonn
%O A091366 1,1
%A A091366 Chuck Seggelin (barkeep(AT)plastereddragon.com), Jan 03 2004

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