57 assorted primes at Chris Caldwell's Prime Pages and the NMBRTHRY, PrimeForm or PrimeNumbers lists:

  • Arithmetic progression of 3 primes with up to 388342 digits
  • Arithmetic progression of 4 primes with up to 24092 digits
  • Arithmetic progression of 5 primes with 6913 digits
  • Arithmetic progression of 3 consecutive primes with 10546 digits
  • Arithmetic progression of 4 consecutive primes with 3021 digits
  • Arithmetic progression of 5 consecutive primes with 1209 digits
  • Coppersmith--Howgrave-Graham proof at 27.50% with 276344 digits
  • Coppersmith--Howgrave-Graham proof at 26.08% with 25140 digits
  • Cunningham chain of 4 primes with up to 1829 digits
  • Cunningham chain of 5 primes with up to 1117 digits
  • Fibonacci cofactor with 12337 digits
  • Fibonacci number with 17103 digits
  • Fibonacci primitive part with 11336 digits
  • Generalized Lucas number with 29712 digits
  • Generalized Lucas primitive part with 72683 digits
  • Irregular prime with 10342 digits
  • Konyagin--Pomerance proof with 110578 digits
  • Lehmer number with 28347 digits
  • Lehmer primitive part with 31429 digits
  • Lucas Aurifeuillian primitive part with 10462 digits
  • Lucas cofactor with 11029 digits
  • Lucas number with 11704 digits
  • Lucas primitive part with 28552 digits
  • Mersenne cofactor with 6229 digits
  • Multifactorial prime with 2^127-1 shrieks and 41792 digits
  • Near-repdigit prime with 608990 digits
  • Newman--Shanks--Williams prime with 5106 digits
  • Non-Eisenstein generalized unique-period prime with 221071 digits and a Coppersmith--Howgrave-Graham proof at 28.125%
  • Palindromic prime with 320237 digits
  • Prime-digit palindromic prime with 36401 digits
  • Prime-digit prime with 82000 digits
  • Prime formed from the first 101 titanic primes with 100910 digits
  • Prime number of partitions with 8037 digits
  • Prime sum of 3 cubes with 62857 digits
  • Prime sum of 8th powers with 61160 digits
  • Prime whose order of 2 is a prime power with 664004 digits
  • Prime with more than a million zeros in base 3 yet merely 560729 decimal digits
  • Unique Lehmer prime with 10136 digits
  • Unique-period prime with 10081 digits
  • Wagstaff prime with 4359 digits
  • 3-Carmichael factor with 30166 digits
  • 4-Carmichael factor with 14545 digits
  • 5-Carmichael factor with 6380 digits
  • 6-Carmichael factor with 6396 digits
  • 7-Carmichael factor with 1629 digits
  • 8-Carmichael factor with 1285 digits
  • 9-Carmichael factor with 1272 digits
  • 10-Carmichael factor with 1285 digits
  • 11-Carmichael factor with 1270 digits
  • 12-Carmichael factor with 1246 digits
  • 13-Carmichael factor with 1317 digits
  • 14-Carmichael factor with 1305 digits
  • 15-Carmichael factor with 1318 digits
  • 16-Carmichael factor with 1330 digits
  • 17-Carmichael factor with 1358 digits
  • 18-Carmichael factor with 1409 digits
  • 19-Carmichael factor with 1435 digits