A276174 - OEIS

%I #34 Apr 21 2024 19:21:35

%S 5,11,23,71,101,263,503,1031,1283,1487,1511,1583,1637,2039,2087,2543,

%T 2843,2903,3023,5039,5519,5927,7823,9851,10589,10859,12101,12107,

%U 13103,15647,18719,18749,19157,20543,22679,23459,25463,26183,26687,26723,27791,29759,30341

%N Primes p such that A276173(p) = p.

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

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

%H Lucas A. Brown, <a href="https://github.com/lucasaugustus/oeis/blob/main/A276174.py">Python program</a>.

%e 5 = A276173(3) = prime(3),

%e 11 = A276173(5) = prime(5),

%e 23 = A276173(9) = prime(9),

%e 71 = A276173(20) = prime(20).

%Y Cf. A030187, A276173, A276193.

%K nonn

%O 1,1

%A _Seiichi Manyama_, Sep 10 2016

%E a(25)-a(43) from _Lucas A. Brown_, Apr 21 2024