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Old 2015-01-21, 06:43   #144
LaurV
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Quote:
Originally Posted by retina View Post
It has been reported before in another thread. It is because of a silly decision to limit the width to 1000 pixels and completely ignore the browsers native ability to scroll left and right. So far the designer(s) of the page have not acknowledged it as a problem.
Yes, this bothers me terrible when I want to see the "lifetime, all work types" top, I have to change firefox to a "hard" narrow font, even if I have a wide monitor. This is for sure a design issue, but Madpoo was either too busy, or didn't want to listen , and he added a horizontal scroll bar, which again, is not effective, and you don't know about it unless you scroll very down (well, you can use shift+roll, but who knows about it? and also, if you do that you lose the numbers on the left...)
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Old 2015-01-21, 11:30   #145
bloodIce
 
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Quote:
Originally Posted by Anonuser View Post
Not that I know of. But if there is any work in progress it is probably not finished yet.

On another note: I have found the following exponents (they have been cleared by P-1, but they should have been cleared earlier).

68723147 72007723 64254121 66558353 66646717 66656749 66826681 68075017 68389943 68621681 68781347
69117571 69410291 69858031 70512983 70685837 70902553 71169949 71293009 71964917 72823183 78513509

It seems that all the factors were missed by the same user. It might be a good idea to recheck the TF work that has been done by this user.
I think it is imperative to double-check the work done by "sannerud.com". From what I have seen so far the "magic year" is 2010, where most of the failures are spotted. If someone is willing to undertake a fraction of the task, please find the list of results done by "sannerud.com" in the range M70500000-M71000000:

Code:
Factor=70505249,66,67
Factor=70505249,67,68
Factor=70505249,68,69
Factor=70507139,65,66
Factor=70507139,66,67
Factor=70507139,67,68
Factor=70507139,68,69
Factor=70508771,66,67
Factor=70509707,68,69
Factor=70519807,67,68
Factor=70528109,66,67
Factor=70532851,68,69
Factor=70536619,68,69
Factor=70539983,66,67
Factor=70543813,65,66
Factor=70543813,66,67
Factor=70550861,66,67
Factor=70553633,66,67
Factor=70553633,67,68
Factor=70553633,68,69
Factor=70560407,66,67
Factor=70560407,67,68
Factor=70560407,68,69
Factor=70565543,64,65
Factor=70565543,65,66
Factor=70565543,66,67
Factor=70565543,67,68
Factor=70565557,64,65
Factor=70567531,67,68
Factor=70567531,68,69
Factor=70569029,68,69
Factor=70570373,66,67
Factor=70575511,65,66
Factor=70575511,66,67
Factor=70576699,67,68
Factor=70579231,66,67
Factor=70579231,67,68
Factor=70579231,68,69
Factor=70581149,66,67
Factor=70581149,67,68
Factor=70581149,68,69
Factor=70589033,68,69
Factor=70594021,66,67
Factor=70595221,65,66
Factor=70595221,66,67
Factor=70595221,67,68
Factor=70595221,68,69
Factor=70597691,67,68
Factor=70597691,68,69
Factor=70611493,67,68
Factor=70611493,68,69
Factor=70613041,67,68
Factor=70615757,68,69
Factor=70616281,65,66
Factor=70616281,66,67
Factor=70616281,67,68
Factor=70616281,68,69
Factor=70616993,65,66
Factor=70616993,66,67
Factor=70617023,66,67
Factor=70617023,67,68
Factor=70623107,64,65
Factor=70628573,66,67
Factor=70629281,67,68
Factor=70629281,68,69
Factor=70636463,66,67
Factor=70636463,67,68
Factor=70637051,66,67
Factor=70637401,65,66
Factor=70637401,66,67
Factor=70637401,67,68
Factor=70637401,68,69
Factor=70638583,67,68
Factor=70638583,68,69
Factor=70639651,67,68
Factor=70639651,68,69
Factor=70644559,64,65
Factor=70644559,65,66
Factor=70644559,66,67
Factor=70644559,67,68
Factor=70644559,68,69
Factor=70645457,66,67
Factor=70645457,67,68
Factor=70645457,68,69
Factor=70646689,67,68
Factor=70646689,68,69
Factor=70646759,67,68
Factor=70647259,67,68
Factor=70647259,68,69
Factor=70649231,65,66
Factor=70649231,66,67
Factor=70649231,67,68
Factor=70649231,68,69
Factor=70649237,66,67
Factor=70649237,67,68
Factor=70649237,68,69
Factor=70651579,66,67
Factor=70651579,67,68
Factor=70651579,68,69
Factor=70651667,68,69
Factor=70657673,68,69
Factor=70661807,65,66
Factor=70661807,66,67
Factor=70661807,67,68
Factor=70661807,68,69
Factor=70664707,65,66
Factor=70664707,66,67
Factor=70664707,67,68
Factor=70664707,68,69
Factor=70664723,65,66
Factor=70664723,66,67
Factor=70664723,67,68
Factor=70664723,68,69
Factor=70673263,67,68
Factor=70673263,68,69
Factor=70675063,67,68
Factor=70676069,65,66
Factor=70677043,66,67
Factor=70677793,65,66
Factor=70677793,66,67
Factor=70677793,67,68
Factor=70677793,68,69
Factor=70678679,67,68
Factor=70681649,66,67
Factor=70681649,67,68
Factor=70681649,68,69
Factor=70682741,65,66
Factor=70682741,66,67
Factor=70682741,67,68
Factor=70682741,68,69
Factor=70688617,68,69
Factor=70688719,66,67
Factor=70691977,65,66
Factor=70693339,66,67
Factor=70693879,67,68
Factor=70697059,66,67
Factor=70697059,67,68
Factor=70697059,68,69
Factor=70699063,66,67
Factor=70699063,67,68
Factor=70699063,68,69
Factor=70701593,68,69
Factor=70705387,65,66
Factor=70705387,66,67
Factor=70705729,66,67
Factor=70705729,67,68
Factor=70705729,68,69
Factor=70707809,64,65
Factor=70708091,64,65
Factor=70708663,66,67
Factor=70708663,67,68
Factor=70708663,68,69
Factor=70709083,68,69
Factor=70715837,67,68
Factor=70715837,68,69
Factor=70717081,67,68
Factor=70717081,68,69
Factor=70718023,65,66
Factor=70718203,68,69
Factor=70721797,65,66
Factor=70721797,66,67
Factor=70722877,66,67
Factor=70726441,66,67
Factor=70727249,66,67
Factor=70727249,67,68
Factor=70727249,68,69
Factor=70732579,66,67
Factor=70732579,67,68
Factor=70732579,68,69
Factor=70736543,68,69
Factor=70738531,66,67
Factor=70739827,66,67
Factor=70741771,68,69
Factor=70742509,68,69
Factor=70744483,68,69
Factor=70747093,65,66
Factor=70748137,68,69
Factor=70757551,67,68
Factor=70757551,68,69
Factor=70759313,67,68
Factor=70759313,68,69
Factor=70760453,68,69
Factor=70760773,67,68
Factor=70760773,68,69
Factor=70765099,66,67
Factor=70766233,64,65
Factor=70769557,66,67
Factor=70769557,67,68
Factor=70769557,68,69
Factor=70770731,67,68
Factor=70770811,67,68
Factor=70770811,68,69
Factor=70772371,67,68
Factor=70778861,67,68
Factor=70778861,68,69
Factor=70779029,67,68
Factor=70779029,68,69
Factor=70780277,68,69
Factor=70785223,67,68
Factor=70785223,68,69
Factor=70785269,65,66
Factor=70785947,66,67
Factor=70785947,67,68
Factor=70786231,67,68
Factor=70786231,68,69
Factor=70787989,65,66
Factor=70788671,65,66
Factor=70792129,68,69
Factor=70800109,68,69
Factor=70802177,64,65
Factor=70802177,65,66
Factor=70804369,68,69
Factor=70806829,68,69
Factor=70810847,66,67
Factor=70811189,68,69
Factor=70813943,67,68
Factor=70813943,68,69
Factor=70816589,68,69
Factor=70816841,67,68
Factor=70817447,67,68
Factor=70817447,68,69
Factor=70822237,67,68
Factor=70832389,67,68
Factor=70832389,68,69
Factor=70832459,66,67
Factor=70833143,64,65
Factor=70833151,64,65
Factor=70835711,66,67
Factor=70835711,67,68
Factor=70835711,68,69
Factor=70837213,65,66
Factor=70837279,66,67
Factor=70837279,67,68
Factor=70842319,68,69
Factor=70842979,66,67
Factor=70842979,67,68
Factor=70842979,68,69
Factor=70847209,64,65
Factor=70847209,66,67
Factor=70847209,67,68
Factor=70847209,68,69
Factor=70854923,68,69
Factor=70854983,65,66
Factor=70854983,66,67
Factor=70854983,67,68
Factor=70854983,68,69
Factor=70856143,67,68
Factor=70856143,68,69
Factor=70856551,65,66
Factor=70856551,66,67
Factor=70868783,65,66
Factor=70870193,66,67
Factor=70870201,66,67
Factor=70870621,65,66
Factor=70875001,66,67
Factor=70875001,67,68
Factor=70875001,68,69
Factor=70875251,64,65
Factor=70877297,68,69
Factor=70879121,66,67
Factor=70883713,64,65
Factor=70885777,64,65
Factor=70889557,65,66
Factor=70889557,66,67
Factor=70889557,67,68
Factor=70890233,67,68
Factor=70897061,67,68
Factor=70897061,68,69
Factor=70901777,66,67
Factor=70901777,67,68
Factor=70901777,68,69
Factor=70906397,66,67
Factor=70906397,67,68
Factor=70906397,68,69
Factor=70907113,67,68
Factor=70907191,67,68
Factor=70907191,68,69
Factor=70907423,66,67
Factor=70907659,65,66
Factor=70910891,66,67
Factor=70910891,67,68
Factor=70910891,68,69
Factor=70915093,68,69
Factor=70920953,65,66
Factor=70920953,66,67
Factor=70921421,68,69
Factor=70927141,65,66
Factor=70927141,66,67
Factor=70927873,68,69
Factor=70931431,65,66
Factor=70931431,66,67
Factor=70931431,67,68
Factor=70931431,68,69
Factor=70938247,67,68
Factor=70938247,68,69
Factor=70939877,67,68
Factor=70940491,65,66
Factor=70940491,66,67
Factor=70940491,67,68
Factor=70941259,65,66
Factor=70941259,66,67
Factor=70941259,67,68
Factor=70941259,68,69
Factor=70941707,65,66
Factor=70942159,67,68
Factor=70944541,68,69
Factor=70954421,66,67
Factor=70964099,67,68
Factor=70964099,68,69
Factor=70968959,67,68
Factor=70977667,67,68
Factor=70988173,66,67
Factor=70988173,67,68
Factor=70988173,68,69
Factor=70991027,67,68
Factor=70991027,68,69
Factor=70995511,68,69
Factor=70998869,66,67
Factor=70999109,67,68
Factor=70999109,68,69

Last fiddled with by bloodIce on 2015-01-21 at 11:31 Reason: wrong tag
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Old 2015-01-21, 12:05   #146
LaurV
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I'll queue these too.
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Old 2015-01-21, 15:40   #147
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Quote:
Originally Posted by LaurV View Post
I'll queue these too.
I'll check these as well, because why not. I should have them done in the next four hours.
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Old 2015-01-21, 15:50   #148
Mark Rose
 
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Quote:
Originally Posted by bloodIce View Post
I think it is imperative to double-check the work done by "sannerud.com". From what I have seen so far the "magic year" is 2010, where most of the failures are spotted. If someone is willing to undertake a fraction of the task, please find the list of results done by "sannerud.com" in the range M70500000-M71000000:
I think you're on to something. Found this already.

M70645457 has a factor: 534321209016231454889 [TF:68:69*:mfaktc 0.20 barrett76_mul32_gs]
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Old 2015-01-21, 16:12   #149
Prime95
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Only sannerud's laptop is failing to find factors at the expected rate (17 factors in 17000 attempts). I've compiled a list of results from this laptop for you to divide up. See ftp://mersenne.org/gimps/redo.txt
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Old 2015-01-21, 16:21   #150
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M70505249 has a factor: 481980406054172909441 [TF:68:69*:mfaktc 0.20 barrett76_mul32_gs]
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Old 2015-01-21, 16:27   #151
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Quote:
Originally Posted by Prime95 View Post
Only sannerud's laptop is failing to find factors at the expected rate (17 factors in 17000 attempts). I've compiled a list of results from this laptop for you to divide up. See ftp://mersenne.org/gimps/redo.txt
I'll work on merging that into single assignments.

Also, found another:

M70664707 has a factor: 70655970542502575393 [TF:65:66*:mfaktc 0.20 barrett76_mul32_gs]
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Old 2015-01-21, 16:40   #152
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Quote:
Originally Posted by Mark Rose View Post
I'll work on merging that into single assignments.
https://gist.github.com/MarkRose/ebc25e1adc2a1668605b

10240 GHz-days of work.

I'll do everything up to Factor=N/A,69997799,68,69 and after Factor=N/A,79996603,66,67 so there is no duplication in work.

I'll stop working on the previous list in the post above.

Last fiddled with by Mark Rose on 2015-01-21 at 16:43
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Old 2015-01-21, 16:48   #153
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Quote:
Originally Posted by Prime95 View Post
Recent Cleared report changed to only report first factors for an exponent. Let me know if I broke it.
The recently cleared report is still showing new F-PM1 results for exponents that already had a known factor. For example: 1319389

Is that report supposed to show factor finds after an exponent has been proven composite? (by LL/DC test)

Last fiddled with by VictordeHolland on 2015-01-21 at 16:53 Reason: clarification
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Old 2015-01-21, 17:17   #154
petrw1
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Default Looking for anomalies in: Top 1000 TF Last Year ... might be related?

This chart ... LOTS of attempts with ZERO factors.
At 20+ Ghz Days per Attempt either:
-- Very large Exponent
-- Very large Bit level
-- Large range of Bits
Code:
Member Name  	        GHz-Days	Att	Succ	A/S	GhzDays Per  Att
Matthew P. Del Buono	11891.974	432	0	NONE	27.53
Sebastian Hornbostel  	21035.243	990	0	NONE	21.25
Bill Staffen            217799.091	7612	0	NONE	28.61
This chart over 250 attempts; VERY LOW success rate but somewhat high GhzDays Per

Code:
Member Name  	        GHz-Days	Att	Succ	A/S	GhzDays Per  Att
TheProfitible   	3068.882	661	1	661.0	4.64
Patrik Johansson  	3891.704	545	1	545.0	7.14
Ivan Dimitrijevic  	616.97	        405	1	405.0	1.52
Greg   	                4251.357	724	2	362.0	5.87
SMorgan    	        371.962	        317	1	317.0	1.17
FranC       	        321.122	        268	1	268.0	1.20
This chart LOTS of attempts (i.e. enough to expect a good average) but LOW success rate and high GhzDays per.
-- Again either large exponents; high bit levels or long bit ranges
Code:
Member Name        GHz-Days	Att	Succ	A/S	GhzDays Per  Att
For Research  	145449.386	25449	143	178.0	5.72
brilong   	210511.103	11283	70	161.2	18.66
Axelsson   	58385.659	10055	64	157.1	5.81
This chart VERY high success rate .... maybe not reporting all the "No Factors Found" lines???
Code:
Member Name        GHz-Days	Att	Succ	A/S	GhzDays Per  Att
BloodIce   	3513.061	2714	415	6.5	1.29
pdazzl   	2665.102	27840	9559	2.9	0.10
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