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Old 2014-05-13, 18:47   #1
swellman
 
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Default ECM results and reservations

I'll take C211_137_135 for ECM to t50.

Last fiddled with by XYYXF on 2015-07-07 at 12:25
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Old 2014-05-13, 20:53   #2
XYYXF
 
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Default ECM reservations

ECM tests help us to find some relatively small factors. Usually we run GMP-ECM:
https://gforge.inria.fr/projects/ecm/

The most popular ECM tasks are:
t55: 18000 curves at B1 = 110M
t60: 42000 curves at B1 = 260M
t65: 70000 curves at B1 = 850M
It's strongly recommended to perform them sequentially (i.e. t60 only after t55). The numbers 55, 60, etc. estimate the size of the factors, e.g., t55 finds the most of factors up to 55-digit decimal length.

Currently yoyo@home is performing t55: http://www.rechenkraft.net/yoyo/down...m/xy/wu_status
Certain composites survived deeper ECM tests:
http://www.primefan.ru/xyyxf/status.html#work
http://www.mersenneforum.org/showthread.php?t=19352
http://www.mersenneforum.org/showthread.php?t=19353

There's also a list of composites which need ECM to become feasible GNFS targets:
http://www.mersenneforum.org/showthread.php?t=20318

Please take into account that information when choosing a number to be tested with ECM. If you find a factor fitting the Top-20 table, please let us know the parameters of the lucky factorization (B1 and sigma values).

Last fiddled with by XYYXF on 2016-08-24 at 09:23
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Old 2014-05-13, 21:21   #3
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Is there an ecmserver?
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Old 2014-05-13, 21:34   #4
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It worked for nine years from March 2002 until May 2011. Then yoyo@home adopted some of its functions.

Last fiddled with by XYYXF on 2016-08-24 at 02:43
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Old 2014-05-16, 19:53   #5
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Default ECM Results

ryanp found a p58. It's in the top 10, so I've requested the parameters he used.

He's running the remaining cofactor as a GNFS job.
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Old 2014-05-20, 12:56   #6
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Default C212_113_103

Someone found a p54 and fully factored this composite.
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Old 2014-05-20, 13:58   #7
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Default C200_150_148

I will take it up to t55.
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Old 2014-05-20, 16:50   #8
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Maybe there's Ryan again? Unfortunately he doesn't inform us about his efforts :(
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Old 2014-05-20, 17:13   #9
pinhodecarlos
 
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Quote:
Originally Posted by XYYXF View Post
Maybe there's Ryan again? Unfortunately he doesn't inform us about his efforts :(
What about sending him an email?
rpropper at stanford.edu (Ryan Propper)
or
rpropper at cs.stanford.edu

Last fiddled with by pinhodecarlos on 2014-05-20 at 17:23
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Old 2014-05-20, 17:41   #10
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I occasionally trade PMs with Ryan, but I did not have his email address. Thanks. I'll contact him directly.

It appears he (or someone) is running the list of composites to t55. Which is very cool, as long as we document it.

A (dumb) question - is there an easy way to check the entire list of xyyxf composites against fdb to see if any others have been further factored over the years? I did a few cut/paste operations to find the factors discussed above, but that's not practical for almost 1200 composites.
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Old 2014-05-21, 00:30   #11
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I heard from Ryan - thanks Carlos for his e-mail address.

He sends the following:

Quote:
I'm currently running ECM on the following others:

61360633774629616091.... (C191): 101^111 + 111^101 cofactor
28417942597163917291.... (C171): 107^111 + 111^107 cofactor
77215796253421280876.... (C200): 110^111 + 111^110 cofactor
20234429095044680925.... (C196): 89^112 + 112^89 cofactor
30346656057946828466.... (C210): 99^112 + 112^99 cofactor
23944615812601089637.... (C162): 78^113 + 113^78 cofactor
22006290398574795135.... (C185): 82^113 + 113^82 cofactor
23220853809120351143.... (C180): 85^113 + 113^85 cofactor
55073945672664882561.... (C168): 88^113 + 113^88 cofactor
45667518592748630156.... (C199): 92^113 + 113^92 cofactor
15126724016168709434.... (C205): 96^113 + 113^96 cofactor
94385034308959971307.... (C221): 100^113 + 113^100 cofactor
45981503153719989794.... (C187): 101^113 + 113^101 cofactor
12242314770708133797.... (C212): 102^113 + 113^102 cofactor
83028078013811481023.... (C198): 105^113 + 113^105 cofactor
86605203332969680264.... (C223): 107^113 + 113^107 cofactor
45455422131622754690.... (C223): 112^113 + 113^112 cofactor
97439042663037918249.... (C188): 89^114 + 114^89 cofactor
18512336433520902317.... (C174): 113^114 + 114^113 cofactor
58718611590521870571.... (C192): 79^115 + 115^79 cofactor
29886613171873547726.... (C210): 83^115 + 115^83 cofactor
35864182880741286844.... (C197): 87^115 + 115^87 cofactor
14522834247856712130.... (C300): 133^141 + 141^133 cofactor
This list does not address the other two composites mentioned earlier in this thread, so I've asked Ryan if they are his work or someone else. I assume he is running these to t55, but have also asked for confirmation.

eta: Ryan confirms via log file that he factored C222_115_98 with SNFS, and it found two factors. Just coincidence they look like ECM hits.

C212_113_103 is not Ryan's work.

Last fiddled with by swellman on 2014-05-21 at 00:36 Reason: add'l information received
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