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Old 2013-08-17, 14:17   #100
wombatman
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I'll go ahead and run from 80M on the C169.
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Old 2013-08-17, 19:30   #101
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So far, no good on the C169.
I encourage everyone to post their poly. should they be bad or not. I want competition, if only by name. Best score for now is 3.615e-013 (with a leading coef of 12M and a skew of 6.7M) while the excepted range is between 4.05e-013 and 4.66e-013. I'll dig around to see if I can do any better.
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Old 2013-08-18, 02:07   #102
VBCurtis
 
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The last C169 I ran for Swellman in Mid-July produced a best score of 3.32 from 100kb of -nps hits 4e22 or better. I don't recall the winning score- the 3.32 was my best.

That 3.61 looks pretty strong! Don't believe the forecast for every size.

I'm running at coeff=44M.
-Curtis
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Old 2013-08-18, 14:21   #103
wombatman
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Here's the best I've gotten so far on the C169:

Code:
expecting poly E from 4.05e-013 to > 4.66e-013
R0: -108814122533272592708956055223543
R1: 35795218528797959
A0: 5392088451186473967300858158426027843200
A1: 3334511055750972840213938071872634
A2: -1143844152923197626854541213
A3: -2857037486590150968874
A4: -33274016097472
A5: 80442960
skew 3448026.18, size 1.578e-016, alpha -7.624, combined = 3.730e-013 rroots = 3
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Old 2013-08-18, 17:21   #104
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Thanks for all your work on the C176.

I've done test sieving on all eight of the polynomials presented; for scoring, I estimated some parameters from one of the polynomials, ran 100kQ (160-190k relations, about 18 CPU-hours) on each polynomial, listed the times to get each successive 10,000 relations for each polynomial, listed them in rank order, and worked out the average of the time-ranks of each polynomial.

VBCurtis's polynomial of http://www.mersenneforum.org/showpos...7&postcount=69 was the clear winner, with the two polynomials of http://www.mersenneforum.org/showpos...5&postcount=79 neck and neck in second place. The ranking's been pretty stable since 30kQ, so probably you don't need to test-sieve much beyond that - say fifty thousand relations per polynomial.

Last fiddled with by fivemack on 2013-08-18 at 17:22
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Old 2013-08-18, 17:43   #105
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my best on the last C169
Code:
polynomial selection complete
R0: -158901476678054196574790648790253
R1: 273171512097277613
A0: 119772796240168711849603868646487794265920
A1: 34101690350238626462893755265184824
A2: -19888694759843446875301033386
A3: -3020714507634859404531
A4: 574986327565814
A5: 12113640
skew 6738936.87, size 1.541e-016, alpha -8.050, combined = 3.615e-013 rroots = 5
And just for the sake of it, I'll look around 700M

Last fiddled with by firejuggler on 2013-08-18 at 17:44
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Old 2013-08-18, 18:54   #106
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I'm taking a whack at C169_141_71 as well. Starting from 60M, don't know how long I'll let it run.

Did anyone find a poly for (5591^61-1)/((5591-1)*16556099215542617537*743213379283195327995487*11686924821525596917649777)
?

I have polys for the other candidates I posted.

I also have a bunch of GNFS-candidates (p^q-1) in the 160s. I'm working on pretesting them.
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Old 2013-08-18, 19:04   #107
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Not that I've seen lorgix.
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Old 2013-08-18, 21:06   #108
wombatman
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Lorgix, I went ahead and add your number to my document of polynomial requests. If anybody wants at it, just post and I'll update it.

https://docs.google.com/spreadsheet/...0E&usp=sharing

Also, new best on the C169:

Code:
expecting poly E from 4.05e-013 to > 4.66e-013
R0: -108714164971617773602170358979662
R1: 448108841571013439
A0: -295061681144065041864936334197085476805
A1: 1065699402893288703728377652011076
A2: 1620565059022284300728763742
A3: -197667938698960378456
A4: -420679333037017
A5: 80813460
skew 1916604.19, size 1.876e-016, alpha -6.662, combined = 4.106e-013 rroots = 5

Last fiddled with by wombatman on 2013-08-18 at 21:18
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Old 2013-08-18, 21:22   #109
wombatman
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Lorgix, I'll take a run on the number you just posted (the 157 digit one) starting at 20M.
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Old 2013-08-18, 21:36   #110
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After 1 day, by best on Swellman's new C169 is just 3.68. That 4.10 looks like a winner! I have another 12 hrs of GPU data to process, then I'll move on to Lorgix' 5591^61-1 posting.

-Curtis
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