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We've still got that 2^5 * 3 :rant:
And we've reached 160 digits :rant: I think we've done enough ECM from what's in the database; does anyone want to crack the C134 themselves or shall we make it a team GNFS? |
[QUOTE=10metreh;182192]I think we've done enough ECM from what's in the database; does anyone want to crack the C134 themselves or shall we make it a team GNFS?[/QUOTE]
No reply. I guess it will be a team sieve, then. |
Hi all,
I am pleased to announce that the nplb-gb1.no-ip.org FTP server is back online again. It should be all ready for the next team sieve. :smile: Max :smile: |
[quote=mdettweiler;182370]Hi all,
I am pleased to announce that the nplb-gb1.no-ip.org FTP server is back online again. It should be all ready for the next team sieve. :smile: Max :smile:[/quote] Would you like to do the poly search for the c134? |
The best poly from Msieve till now for the c134
R0: -74345499857629306588651703 R1: 526918406537017 A0: 1476115900135771763787951266874992 A1: 626824231219973690300198460 A2: -13207605174359180727636 A3: -12643447556511725 A4: 5363656602 A5: 20400 skew 702726.68, size 6.658692e-013, alpha -6.594295, combined = 4.814539e-011 |
[quote=10metreh;182373]Would you like to do the poly search for the c134?[/quote]
No thanks--I'm afraid my resources are quite tied up at the moment. Right now, going through the available subproject sequences one at a time is all I can handle. |
[QUOTE=Andi_HB;182409]The best poly from Msieve till now for the c134
R0: -74345499857629306588651703 R1: 526918406537017 A0: 1476115900135771763787951266874992 A1: 626824231219973690300198460 A2: -13207605174359180727636 A3: -12643447556511725 A4: 5363656602 A5: 20400 skew 702726.68, size 6.658692e-013, alpha -6.594295, combined = 4.814539e-011[/QUOTE] The best I got from pol51 was a 4.37. I think this one is good enough. |
I searched 770-775K with msieve and got a 3.734e-11.
def-nm-params.txt says a "good" poly for c134 is 3.48e-11. So a 4.814e-11 poly must be great. We should start sieving with it. Suggest these parameters? I did not optimize them: [code]n: 46334491956043710225938330967034053252570375961099723291677005874807967585788533290212203831083417490921313409294721505021600000357391 Y0: -74345499857629306588651703 Y1: 526918406537017 c0: 1476115900135771763787951266874992 c1: 626824231219973690300198460 c2: -13207605174359180727636 c3: -12643447556511725 c4: 5363656602 c5: 20400 skew: 702726.68 rlim: 10000000 alim: 10000000 lpbr: 28 lpba: 28 mfbr: 56 mfba: 56 rlambda: 2.5 alambda: 2.5 [/code] |
Not so fast! We've got competition.
[CODE]BEGIN POLY #skewness 171420.77 norm 2.86e+018 alpha -6.73 Murphy_E 4.91e-011 X5 519120 X4 -149547362004 X3 22880757084328834 X2 3084767389898150786204 X1 -728499066352347968303249289 X0 -48696807949270208376362448497955 Y1 702872416394437 Y0 -38915962909433205107082626 M 42072142647191243626145050524826061496202553462804199881021111232312303878027902907455010638887626416613882212096551514178349273986581 END POLY BEGIN POLY #skewness 160469.13 norm 1.80e+018 alpha -6.45 Murphy_E 4.70e-011 X5 519120 X4 -76686274404 X3 10179548269110898 X2 4419407981607320670062 X1 -512845919649890281305746985 X0 -26649405539109601030995687817650 Y1 702872416394437 Y0 -38915943179101604498841599 M 42072142647191243626145050524826061496202553462804199881021111232312303878027902907455010638887626416613882212096551514178349273958510 END POLY BEGIN POLY #skewness 164341.85 norm 1.87e+018 alpha -6.47 Murphy_E 4.70e-011 X5 519120 X4 -80312327604 X3 10618202363121250 X2 4375833371795537802728 X1 -525133153734057584913310499 X0 -34014987672382883340184185370965 Y1 702872416394437 Y0 -38915944161014370201870088 M 42072142647191243626145050524826061496202553462804199881021111232312303878027902907455010638887626416613882212096551514178349273959907 END POLY [/CODE] |
It's only a C134, so sieving time will be so small (compared to a C157) that I think we should just take the best: anyone want to test the parameters for the 4.91?
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FYI: The FTP server will be available, as before, for this team sieve. I've got the directory "c134-relations" all set.
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