[QUOTE=Jwb52z;588762]I think this might be my biggest factor, ever! 127.734 bits![/QUOTE]No doubt about it, and by a full 10 bits too!
[url]https://www.mersenne.ca/userfactors/any/789/bits[/url] 
[QUOTE=Jwb52z;588762]P1 found a factor in stage #1, B1=763000.
UID: Jwb52z/Clay, M106358779 has a factor: 282917789511750372931085031635362975391 (P1, B1=763000), I think this might be my biggest factor, ever! 127.734 bits![/QUOTE] mersenne.ca agrees with the statement. Congratulations! 
Additionally, it's stage 1 only, so really impressive! (k = 5 × 37 × 251 × 1493 × 2203 × 9533 × 25301 × 59467 × 607147)

M1960050767 has a factor: 2681764646543406705689 [TF:68:72:mfaktc 0.21 barrett76_mul32_gs]
k=2^2*11^2*349*4049977 
[QUOTE=Stargate38;588868]M1960050767 has a factor[/QUOTE]
If you mean >1G factors, There are plenty of them. Really easy to find :) M9936653029 has a factor: 213977058851543423 M9936653539 has a factor: 246744834363283577 M9936654059 has a factor: 272196433996068913 M9936654521 has a factor: 591144276498767839 M9936654757 has a factor: 728248663011034327 M9936654911 has a factor: 1037904750655600609 M9936655019 has a factor: 1007399390014580737 M9936655051 has a factor: 212091622097602769 M9936656221 has a factor: 951250388947975799 M9936656707 has a factor: 433804860337259969 M9936656729 has a factor: 307538631463444391 M9936657383 has a factor: 264243303974865209 M9936657853 has a factor: 888262011431568497 M9936657859 has a factor: 201544436421468281 
[QUOTE=Zhangrc;588890]If you mean >1G factors, There are plenty of them. Really easy to find :)[/QUOTE]
It doesn't have to be a particularly noteworthy factor for Stargate to be fond of it. (Reread the thread title.) Now, if we start adding sub64bit factors here, that may be crossing the line. 
[M]M3000409[/M] has a 94.882bit (29digits) factor: [url=https://www.mersenne.ca/M3000409]36506847546234971967385191137[/url] (P+1, B1=15000000, B2=1530000000)
This is my first factor found using the P+1 method. The previous 36 attempts were unsuccessful. Success is diminished by the fact that this is the second factor for this Mersenne number :confused: 
[QUOTE=Miszka;588962]Success is diminished by the fact that this is the second factor for this Mersenne number :confused:[/QUOTE]
That doesn't diminish the success. What does diminish it is the fact that this is a stealth P1 factor. i.e. Had you done P1 to the same bounds, it would have found the factor quicker. 
[QUOTE=axn;588964]That doesn't diminish the success. What does diminish it is the fact that this is a stealth P1 factor. i.e. Had you done P1 to the same bounds, it would have found the factor quicker.[/QUOTE]
In this case that would indeed be the case, but as I reviewed some results of the P+1 method there are many times when the P1 method would not produce a result faster. e. g. [M]1891277[/M] Unfortunately, it is impossible to predict which method will prove more effective in a particular case. 
[QUOTE=Miszka;588966]I reviewed some results of the P+1 method there are many times when the P1 method would not produce a result faster[/QUOTE]You can see from the [url=https://www.mersenne.ca/pplus1.php]list of successful P+1 efforts[/url] that it's a pretty even split between whether the factor could have been found by P1 or not.

[QUOTE=James Heinrich;588986]You can see from the [url=https://www.mersenne.ca/pplus1.php]list of successful P+1 efforts[/url] that it's a pretty even split between whether the factor could have been found by P1 or not.[/QUOTE]
Very interesting list! 
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