A253664 Partition the sequence A073682 into groups so that the sum of each group is prime, then a(n) is the sum of terms in n-th group.

8893, 14699, 365587, 57097, 364183, 247369, 2225221, 251003, 2112923, 4197343, 174019, 7407013, 5711477, 2210773, 11243371, 884669, 6686107, 10585117, 26803823, 530063, 4427051, 3682759, 19362887, 4756019, 9065123, 4953593, 27207703, 14042257, 5587723, 13678729, 16995289, 15014777, 34884601, 21561341

Offset: 1

Author

Zak Seidov, Jan 07 2015

Keywords

• nonn

Comments

This is to A073682 as A073682 is to A000040. It is of interest to reiterate the map "Partition of sequence s into groups with prime sums".

Examples

			5,23,101,109,263,211,251,757,1367,941,2053,1901,911 gives a(1)=8893.
2347,1861,1187,1249,1303,2273,1433,1493,1553 gives a(2)=14699.
		

Links

• Zak Seidov, Table of n, a(n) for n = 1..100

Crossrefs

Cf. A000040, A073682.