20201014, 18:30  #1706 
Sep 2002
3×257 Posts 
P1 found a factor in stage #1, B1=723000.
UID: Jwb52z/Clay, M100395877 has a factor: 448253095742777764768529 (P1, B1=723000), 78.569 bits. 
20201022, 08:34  #1707  
Aug 2020
1101001_{2} Posts 
Quote:


20201022, 09:33  #1708 
Romulan Interpreter
Jun 2011
Thailand
2^{3}·1,117 Posts 
Nice hit! Wish you more in the future!

20201024, 17:16  #1709 
Sep 2017
USA
3·61 Posts 
So close to being famous!
Code:
M101006167 has a 110.999bit (34digit) factor: 2594169183397489325041810602506857 (P1,B1=698000,B2=19930000,E=12) 
20201029, 02:41  #1710 
Sep 2002
3·257 Posts 
P1 found a factor in stage #2, B1=725000, B2=19864000.
UID: Jwb52z/Clay, M100610971 has a factor: 2780765085517092630313224143 (P1, B1=725000, B2=19864000), 91.168 bits. 
20201030, 16:45  #1711 
Apr 2010
Over the rainbow
100110101101_{2} Posts 
P1 factor
M30553459 has a 75.522bit (23digit) factor: 54238665985862635591711 (P1,B1=252000,B2=6412000,E=12) 
20201101, 19:43  #1712 
Aug 2020
3·5·7 Posts 
Thanks, I did .
Code:
M54819403 has a 114.663bit (35digit) factor: 32880114785402226619625740909343209 (P1,B1=1815246,B2=45381154,E=12) Last fiddled with by Ensigm on 20201101 at 19:48 
20201101, 20:22  #1713 
Aug 2020
3×5×7 Posts 
My notebooks are just spitting out factors these two days……expected rate should be about 3.8%, according to https://www.mersenne.ca/prob.php.
Last fiddled with by Ensigm on 20201101 at 20:23 
20201102, 01:46  #1714  
1976 Toyota Corona years forever!
"Wayne"
Nov 2006
Saskatchewan, Canada
17×263 Posts 
Quote:
Last fiddled with by petrw1 on 20201102 at 01:46 

20201102, 17:49  #1715  
1976 Toyota Corona years forever!
"Wayne"
Nov 2006
Saskatchewan, Canada
17×263 Posts 
Quote:
The factor number and corresponding attempt numbers so far are: 1st: 28 2nd: 55 3rd: 263 (At this point 1/88) 4th: 321 5th: 334 6th: 343 (Better: 1/57) 7th: 482 (1/69) .......520 (1/74 and counting) 

20201103, 03:28  #1716 
Apr 2010
Over the rainbow
2,477 Posts 
M30584327 has a 81.881bit (25digit) factor: 4452837427904455799823223 (P1,B1=435000,B2=13050000,E=12)
k= 3^2*7*479*71 437* 33 768 257 far above the B2, and close to the exponent. 
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