A276174 Primes p such that A276173(p) = p.

5, 11, 23, 71, 101, 263, 503, 1031, 1283, 1487, 1511, 1583, 1637, 2039, 2087, 2543, 2843, 2903, 3023, 5039, 5519, 5927, 7823, 9851, 10589, 10859, 12101, 12107, 13103, 15647, 18719, 18749, 19157, 20543, 22679, 23459, 25463, 26183, 26687, 26723, 27791, 29759, 30341

Offset

1,1

Comments

These terms are the primes for which A030187(p) == 0 (mod p).

These terms are the primes prime(A276193(n)) for which A276193(n) = 0.

Links

Table of n, a(n) for n=1..43.

Lucas A. Brown, Python program.

Example

5 = A276173(3) = prime(3),
11 = A276173(5) = prime(5),
23 = A276173(9) = prime(9),
71 = A276173(20) = prime(20).

Crossrefs

Cf. A030187, A276173, A276193.

Sequence in context: A296322 A097279 A106171 * A059455 A373033 A095030

Adjacent sequences: A276171 A276172 A276173 * A276175 A276176 A276177

Keyword

nonn

Author

Seiichi Manyama, Sep 10 2016

Extensions

a(25)-a(43) from Lucas A. Brown, Apr 21 2024

Status

approved