Primes p such that, for p < q < r three consecutive primes, p + 2q + 2r, 2p + q + 2r and 2p + 2q + r are all primes.

A216262

Primes p such that, for p < q < r three consecutive primes, p + 2q + 2r, 2p + q + 2r and 2p + 2q + r are all primes.

Terms

    a(0) =10193a(1) =12113a(2) =17683a(3) =19501a(4) =63743a(5) =70793a(6) =74317a(7) =74797a(8) =79657a(9) =89231a(10) =109073a(11) =112657a(12) =114371a(13) =116993a(14) =119237a(15) =120431a(16) =130211a(17) =139801a(18) =148573a(19) =152123a(20) =164881a(21) =173867a(22) =201623a(23) =230017a(24) =264919a(25) =275543a(26) =284927a(27) =290761a(28) =323537a(29) =325643

External references