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#2179 |
Romulan Interpreter
"name field"
Jun 2011
Thailand
3·23·149 Posts |
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Congrats!
![]() I hammered that interval with P-1, P+1, and ECM (not all results reported, but P-1 was reported all) till my keyboard was hurting ... Last fiddled with by LaurV on 2022-08-18 at 05:05 Reason: added quote, as this post is top of the page |
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#2180 |
Dec 2021
2C16 Posts |
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Do you know roughly how much ECM you did? Wondering if I should just move to t30 bounds straight away
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#2181 |
Romulan Interpreter
"name field"
Jun 2011
Thailand
3×23×149 Posts |
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Looking to the full stats, with ECM history turned ON, (here), I think you should! It may take longer per candidate, and it may take longer to churn ALL the range, but IF there are still 11 factors there to be found under 30-35 digits, and your intention is to stop after founding them, then you may get luckier with higher ECM boundaries.
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#2182 |
"University student"
May 2021
Beijing, China
26910 Posts |
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You seemed to have given Prime95 very little memory. If my guess is correct, you gave no more than 3GB to Prime95, so even v30.8 could not help.
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#2183 |
P90 years forever!
Aug 2002
Yeehaw, FL
5×23×71 Posts |
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A personal best:
M96281 Factor: 1932964842504334487497426969214870710558093976608197223 / (P-1, B1=1000000000, B2=70541506035000) |
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#2184 |
May 2013
Poland
2·53 Posts |
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#2185 | |
Apr 2020
92910 Posts |
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It's 2nd place for GIMPS, as you would find out if you read a bit further back in this thread. And yes, congrats George! |
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#2186 |
Sep 2002
34E16 Posts |
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P-1 found a factor in stage #1, B1=478000.
UID: Jwb52z/Clay, M115938923 has a factor: 537366952842508263782407 (P-1, B1=478000) 78.830 bits. |
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#2187 |
Sep 2002
34E16 Posts |
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I didn't tell it anything specific. It just runs when I start it. I don't remember ever having to manually do anything with the program. If I did, it was a long time ago.
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#2188 |
Sep 2006
Odenton, MD, USA
19110 Posts |
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M2808107 has a factor: 7900095067082114257729144052680503930041434607 (P-1, B1=288000, B2=226423890) (152.469 bits)
Composite factor 7900095067082114257729144052680503930041434607 = 34629566657233801103447449 * 228131502345319020743 228131502345319020743 (67.628 bits) 34629566657233801103447449 (84.840) |
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