A132260 Array T(k,n) = n-th prime p such that 2^2^k + p^2^k is prime, k>2, read by antidiagonals.
13, 89, 137, 29, 107, 223, 37, 59, 127, 331, 113, 53, 101, 139, 389, 113, 223, 181, 103, 173, 491, 13, 1223, 5279, 491, 109, 179, 563, 1151, 181, 1277, 7517, 547, 181, 229, 647, 43, 2153, 761, 1993, 8039, 619, 199, 233, 701, 53, 271, 3559, 4133, 2399, 9833, 661, 379, 349, 773
Offset: 3
Examples
The array begins: n | 1 2 3 4 5 6 7 8 9 10 ----+-------------------------------------------------------- k=3 | 13 137 223 331 389 491 563 647 701 773 k=4 | 89 107 127 139 173 179 229 233 349 421 k=5 | 29 59 101 103 109 181 199 379 769 881 k=6 | 37 53 181 491 547 619 661 677 911 941 k=7 | 113 223 5279 7517 8039 9833 12197 13757 21467 23447 k=8 | 113 1223 1277 1993 2399 9349 9739 10211 10973 11059
Extensions
More terms from Jinyuan Wang, Feb 01 2022
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