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#529 |
Sep 2003
3×863 Posts |
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The 348th fully-factored or probably-fully-factored Mersenne number with prime exponent (not including the Mersenne primes themselves) is M4349.
The most recent factor (41 digits) was found by Ryan Propper on September 30 and the PRP test was done by mnd9. FactorDB link. |
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#530 | |
Sep 2003
3×863 Posts |
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Edit: now it's certified. Last fiddled with by GP2 on 2020-10-07 at 03:58 |
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#531 |
Sep 2003
3·863 Posts |
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The 349th fully-factored or probably-fully-factored Mersenne number with prime exponent (not including the Mersenne primes themselves) is M1489.
The most recent factor (60 digits) was found by nordi on December 17 (UTC) and the PRP test was also done by nordi. There are 7 factors in all, plus the cofactor. FactorDB link. |
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#532 |
Romulan Interpreter
"name field"
Jun 2011
Thailand
3×23×149 Posts |
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#533 | |
Jun 2003
2×2,719 Posts |
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![]() ![]() Last fiddled with by axn on 2020-12-17 at 09:07 |
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#534 |
Romulan Interpreter
"name field"
Jun 2011
Thailand
3·23·149 Posts |
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Yes Sir!
![]() (now, I am worrying... I am fxcking getting older and stupider! I could not remember that discussion, before re-reading it!) Edit: hey Mike/Serge! (only you can touch posts without letting fingerprints). I remember for sure that my "size approximations" (mental calculation) was like "~300 digits" which I wrote there, and for sure I didn't make it so accurate, haha. If I would have done it so accurate, by either computing the cofactor or looking for it, then the "~" sign ("about") would have had no sense. The cofactor is indeed 235 digits (just checked FDB). So, one of you decided to fix my approximation, or I am getting nuts for real? Last fiddled with by LaurV on 2020-12-17 at 09:21 |
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#535 |
Jun 2003
2×2,719 Posts |
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#536 | |
Feb 2017
Nowhere
34×7×11 Posts |
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As to getting older, you simply have to live with it. You can not live with the alternative. As to "stupider," that's not the right adjective. "More forgetful," particularly of things in the near past, almost certainly. ![]() Back in the days of the Usenet, when I suddenly realized I simply wasn't remembering things in the way I had long taken for granted, I posted to the effect that "The thing I forget that gets me in the most trouble is, I keep forgetting that my memory isn't as good as it used to be."† I got a very gratifying response: "It's not nice to make people spray coffee all over their monitors." If only I remembered recent things that well... †For the edification of younger denizens of the Forum, who have yet to experience what I'm talking about, what I meant by this was that, I often still counted on my memory being as good as it had been, even though it wasn't, and that I consequently failed to do things because I had forgotten them, whereas previously I would have remembered. I had to learn to compensate for this distressing change in circumstances. In the context of online discussions, it meant that it was a good idea to scan earlier posts on a given topic before ![]() Nowadays, it is almost second nature to make out a shopping list before heading out on a shopping trip. This really helps, except for when (a) I get to my first stop, and realize I left the list at home, or (b) I bring the list, but forget to consult it. |
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#537 | |
Undefined
"The unspeakable one"
Jun 2006
My evil lair
2×3×5×223 Posts |
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#538 | |
Feb 2017
Nowhere
34·7·11 Posts |
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It occurs to me that this would be a great way to put off inquiries as to the location of your evil lair: "I've forgotten!" |
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#539 |
6809 > 6502
"""""""""""""""""""
Aug 2003
101×103 Posts
2·5,449 Posts |
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I know where it is (at least within a 840km radius circle.)
Last fiddled with by Uncwilly on 2020-12-17 at 15:04 |
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Thread Tools | |
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Thread | Thread Starter | Forum | Replies | Last Post |
Smallest exponent for mersenne not-factored | preda | PrimeNet | 10 | 2018-11-04 00:47 |
Largest Mersenne Number Fully Factored? | c10ck3r | Data | 49 | 2017-12-10 19:39 |
Possibility of a Fully-Factored Number | Trejack | FactorDB | 7 | 2016-05-14 05:38 |
Estimating the number of primes in a partially-factored number | CRGreathouse | Probability & Probabilistic Number Theory | 15 | 2014-08-13 18:46 |
Number of distinct prime factors of a Double Mersenne number | aketilander | Operazione Doppi Mersennes | 1 | 2012-11-09 21:16 |