A339189 Numbers k such that {k, k+2, k+6, k+8, k+120, k+122, k+126, k+128} and either (k+30, k+32, k+36, k+38) or (k+90, k+92, k+96, k+98) are all prime.

282005261771, 783976940441, 6341220302111, 31007639083781, 32488685841251, 41199341106101, 44686367247161, 62176060129361, 63866000186501, 153678400278581, 186138073442681, 241720684176611, 242151798378311, 425712041296181, 443552579937161, 557863285811471

Offset: 1

Author

Hans H. Brüggemann, Nov 27 2020

Keywords

• nonn

Comments

Each term is the initial member of three prime quadruples (A007530) with the smallest possible difference of 120.

Links

• J. Brüggemann, The first triples of prime quadruples. [broken link]
• J. Brüggemann, Calculating prime quadruples, its twins, triples and quadruples. [broken link]

Crossrefs

Cf. A007530, A338868.