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Primes p such that there exists a set of consecutive primes ending with p which has the same sum as a set starting right after p.
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%I #7 Nov 22 2016 18:30:06

%S 3,13,47,73,83,269,349,359,487,569,569,787,859,929,941,1171,1237,1297,

%T 1307,1429,1549,1553,1607,1877,2011,2083,2111,2113,2389,2399,2557,

%U 2579,2633,2659,2677,2749,2777,2837,2969,3001,3019,3019,3067,3119,3169,3203

%N Primes p such that there exists a set of consecutive primes ending with p which has the same sum as a set starting right after p.

%e 47 is in the sequence because the sum of consecutive primes from 11 to 47, inclusive, equal the sum of primes from 53 to 71 inclusive, which is 311.

%K easy,nonn

%O 1,1

%A _Randy L. Ekl_, Jan 11 2004

%E Better definition from _Jens Kruse Andersen_, May 04 2008