Report Primes from Individual Searches

[Beyond]

6305*2^464076-1 (139705 digits)

[Beyond]

6333*2^472911-1 (142365 digits)

[Beyond]

49335*2^560295-1 (168671 digits)

[Beyond]

6351*2^478354-1 (144003 digits)

[PCZ]

555555*2^458524-1

[PCZ]

555555*2^461442-1

[PCZ]

555555*2^489137-1

[PCZ]

555555*2^494045-1
555555*2^522870-1

[em99010pepe]

6365*2^484188-1 is prime!

[PCZ]

555555*2^564235-1 (169858 digits)

[PCZ]

2953*2^870435-1

[Beyond]

17295*2^506161-1 (152374 digits)
78795*2^565677-1 (170291 digits)
49335*2^565857-1 (170345 digits)
79635*2^568417-1 (171116 digits)

[PCZ]

2943*2^940906-1

[Beyond]

25935*2^521940-1 (157125 digits)
30015*2^531210-1 (159915 digits)

[Beyond]

28635*2^535597-1 (161236 digits)

[Beyond]

37785*2^573364-1 (172605 digits)

[Beyond]

25905*2^553125-1 (166512 digits)

[Beyond]

1575*2^920488-1 (277098 digits)

[Beyond]

49335*2^580419-1 (174729 digits)

[Beyond]

25935*2^565119-1 (170123 digits)

[Beyond]

33855*2^568299-1 (171080 digits)

[PCZ]

4*7^254621+1 (215180 digits)

[PCZ]

4*7^266782+1 (225457) digits
Generalized Fermat

[PCZ]

10*7^297576+1 (251481) digits

[PCZ]

10*11^263893-1 (274817) digits

[Beyond]

907*2^1501169-1 (451900 digits)

[PCZ]

907*2^1501169-1 (451900 digits)

Nice

[Beyond]

4559*2^842508-1 (253624 digits)

[Beyond]

4601*2^930946-1 (280247 digits)

[Beyond]

6845*2^703246-1 (211702 digits)

[Beyond]

6957*2^707661-1 (213032 digits)

[Beyond]

4737*2^665002-1 (200190 digits)

[Beyond]

4485*2^665649-1 (200384 digits)

[Beyond]

8847*2^668321-1 (201189 digits)

[Beyond]

8517*2^670861-1 (201954 digits)
8133*2^670999-1 (201995 digits)
8847*2^671298-1 (202085 digits)

[Beyond]

4665*2^671811-1 (202239 digits)

[Beyond]

4455*2^673212-1 (202661 digits)

[Beyond]

4725*2^713954-1 (214926 digits)

[Beyond]

5757*2^727372-1 (218965 digits)
5757*2^727832-1 (219104 digits)

[Beyond]

5277*2^729460-1 (219594 digits)