A377470 For any prime p, sequence gives the least prime q such that decimal part of 1/q starts with p, leading zeros excluded.
5, 3, 2, 13, 89, 73, 557, 503, 43, 337, 313, 269, 239, 23, 211, 1861, 167, 163, 149, 139, 1361, 1259, 1193, 1117, 103, 983, 97, 929, 911, 881, 787, 761, 727, 719, 67, 659, 6337, 61, 5953, 577, 557, 5501, 521, 5167, 5051, 5003, 4721, 4481, 439, 4349, 4283, 4177
Offset: 1
Examples
p = 13 -> q = 73 because 1/73 = 0.01369863… p = 83 -> q = 1193 because 1/1193 = 0,0008382229…
Crossrefs
Cf. A099406.
Comments