A323468 Primes p such that {1,2,3,4,5,6} coset-splits the cyclic multiplicative group modulo p, of order p-1.

7, 13, 103, 487, 547, 769, 823, 967, 1063, 1249, 2521, 3049, 3109, 3187, 4327, 4447, 4483, 5167, 5881, 7027, 7207, 7477, 7933, 8221, 8293, 8461, 8527, 8803, 9181, 9721, 9769, 10837, 10867, 11083, 11503, 11527, 11743, 11887, 12043, 12049

Offset

1,1

References

S. K. Stein and S. Szabo, Algebra and Tiling, MAA Carus Monograph 25, 1994, page 77. (Beware omitted values.)

Links

Table of n, a(n) for n=1..40.

Crossrefs

The Stein/Szabo sequence is A035030.

Sequence in context: A001544 A202152 A136720 * A035030 A046519 A283920

Adjacent sequences: A323465 A323466 A323467 * A323469 A323470 A323471

Keyword

nonn

Author

Don Reble, Jan 28 2019

Status

approved