2005-06-29, 07:02 | #1 |
Oct 2003
Australia, Brisbane
2·5·47 Posts |
P-1: Block of 33: First=20082767
These exponents have been LL-tested at least once, but without a matching double-check. They have not been P-1 tested yet.
Put this at the start of your worktodo.ini file: Pfactor=20082767,66,1 Pfactor=20082809,66,1 Pfactor=20082991,66,1 Pfactor=20083003,66,1 Pfactor=20083277,66,1 Pfactor=20083717,66,1 Pfactor=20084447,66,1 Pfactor=20085697,66,1 Pfactor=20085763,66,1 Pfactor=20086159,66,1 Pfactor=20086471,66,1 Pfactor=20086519,66,1 Pfactor=20086831,66,1 Pfactor=20087143,66,1 Pfactor=20087231,66,1 Pfactor=20087357,66,1 Pfactor=20088617,66,1 Pfactor=20089507,66,1 Pfactor=20089697,66,1 Pfactor=20090527,66,1 Pfactor=20090561,66,1 Pfactor=20090599,66,1 Pfactor=20090849,66,1 Pfactor=20092057,66,1 Pfactor=20093081,66,1 Pfactor=20093347,66,1 Pfactor=20094101,66,1 Pfactor=20095021,66,1 Pfactor=20095759,66,1 Pfactor=20096899,66,1 Pfactor=20098319,66,1 Pfactor=20098693,66,1 Pfactor=20099477,66,1 Post here to claim this set. When you're finished, manually check in your results at http://www.mersenne.org/ips/manualtests.html and post your results here as well. |
2005-06-29, 08:30 | #2 |
Mar 2004
Belgium
5×13^{2} Posts |
Ok I will take this set.
Thanx |
2005-07-20, 16:12 | #3 |
Mar 2004
Belgium
845_{10} Posts |
Block complete
Code:
[Mon Jul 04 17:35:48 2005] Trying 1000 iterations for exponent 20082767 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Trying 1000 iterations for exponent 20082767 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Final average roundoff error is 0.24832, using 1280K FFT for exponent 20082767. [Mon Jul 04 21:56:28 2005] M20082767 completed P-1, B1=110000, B2=1732500, Wc1: 07A815FF Trying 1000 iterations for exponent 20082809 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Final average roundoff error is 0.24701, using 1280K FFT for exponent 20082809. [Tue Jul 05 21:40:09 2005] M20082809 completed P-1, B1=110000, B2=1732500, Wc1: 07B31587 Trying 1000 iterations for exponent 20082991 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Final average roundoff error is 0.24619, using 1280K FFT for exponent 20082991. [Wed Jul 06 10:04:07 2005] M20082991 completed P-1, B1=110000, B2=1732500, Wc1: 07B61584 Trying 1000 iterations for exponent 20083003 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Final average roundoff error is 0.24757, using 1280K FFT for exponent 20083003. [Wed Jul 06 14:12:48 2005] M20083003 completed P-1, B1=110000, B2=1732500, Wc1: 07AB15FF Trying 1000 iterations for exponent 20083277 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Final average roundoff error is 0.2471, using 1280K FFT for exponent 20083277. [Wed Jul 06 18:22:21 2005] M20083277 completed P-1, B1=110000, B2=1732500, Wc1: 07AC1584 Trying 1000 iterations for exponent 20083717 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Final average roundoff error is 0.24698, using 1280K FFT for exponent 20083717. [Wed Jul 06 22:34:40 2005] M20083717 completed P-1, B1=110000, B2=1732500, Wc1: 07891586 Trying 1000 iterations for exponent 20084447 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Final average roundoff error is 0.2473, using 1280K FFT for exponent 20084447. [Thu Jul 07 21:51:26 2005] M20084447 completed P-1, B1=110000, B2=1732500, Wc1: 07AF158C Trying 1000 iterations for exponent 20085697 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Final average roundoff error is 0.24757, using 1280K FFT for exponent 20085697. [Fri Jul 08 22:02:06 2005] M20085697 completed P-1, B1=110000, B2=1732500, Wc1: 07B4159A Trying 1000 iterations for exponent 20085763 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Final average roundoff error is 0.24883, using 1280K FFT for exponent 20085763. [Sat Jul 09 13:17:39 2005] M20085763 completed P-1, B1=110000, B2=1732500, Wc1: 07A01598 Trying 1000 iterations for exponent 20086159 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Final average roundoff error is 0.24765, using 1280K FFT for exponent 20086159. [Sat Jul 09 17:25:53 2005] M20086159 completed P-1, B1=110000, B2=1732500, Wc1: 07BF15A1 Trying 1000 iterations for exponent 20086471 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Final average roundoff error is 0.24786, using 1280K FFT for exponent 20086471. [Sat Jul 09 21:06:59 2005] M20086471 completed P-1, B1=110000, B2=1732500, Wc1: 07DF1599 Trying 1000 iterations for exponent 20086519 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Final average roundoff error is 0.24815, using 1280K FFT for exponent 20086519. [Sun Jul 10 01:13:36 2005] M20086519 completed P-1, B1=110000, B2=1732500, Wc1: 07D915A8 Trying 1000 iterations for exponent 20086831 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Final average roundoff error is 0.24868, using 1280K FFT for exponent 20086831. [Sun Jul 10 14:36:14 2005] M20086831 completed P-1, B1=110000, B2=1732500, Wc1: 07AA15A0 Trying 1000 iterations for exponent 20087143 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Final average roundoff error is 0.24786, using 1280K FFT for exponent 20087143. [Sun Jul 10 18:47:33 2005] P-1 found a factor in stage #2, B1=110000, B2=1732500. M20087143 has a factor: 70427895743876585930567 Trying 1000 iterations for exponent 20087231 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Final average roundoff error is 0.24804, using 1280K FFT for exponent 20087231. [Mon Jul 11 18:27:14 2005] M20087231 completed P-1, B1=110000, B2=1732500, Wc1: 07CD15B5 Trying 1000 iterations for exponent 20087357 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Final average roundoff error is 0.2479, using 1280K FFT for exponent 20087357. [Tue Jul 12 18:14:41 2005] M20087357 completed P-1, B1=110000, B2=1732500, Wc1: 07DE15AC Trying 1000 iterations for exponent 20088617 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Final average roundoff error is 0.24939, using 1280K FFT for exponent 20088617. [Wed Jul 13 17:59:17 2005] M20088617 completed P-1, B1=110000, B2=1732500, Wc1: 07DE15B3 Trying 1000 iterations for exponent 20089507 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Final average roundoff error is 0.24894, using 1280K FFT for exponent 20089507. [Wed Jul 13 22:11:14 2005] M20089507 completed P-1, B1=110000, B2=1732500, Wc1: 07D91442 Trying 1000 iterations for exponent 20089697 using 1024K FFT. If average roundoff error is above 0.242, then a larger FFT will be used. Final average roundoff error is 0.25006, using 1280K FFT for exponent 20089697. [Thu Jul 14 09:44:31 2005] M20089697 completed P-1, B1=110000, B2=1732500, Wc1: 07D4144E [Thu Jul 14 18:44:23 2005] M20090527 completed P-1, B1=110000, B2=1732500, Wc1: 07A11454 [Thu Jul 14 22:57:17 2005] M20090561 completed P-1, B1=110000, B2=1732500, Wc1: 07FC1454 [Fri Jul 15 22:39:18 2005] M20090599 completed P-1, B1=110000, B2=1732500, Wc1: 07CB1450 [Sat Jul 16 11:15:07 2005] M20090849 completed P-1, B1=110000, B2=1732500, Wc1: 07FB1456 [Sat Jul 16 15:26:45 2005] M20092057 completed P-1, B1=110000, B2=1842500, Wc1: 07FCC3EB [Sat Jul 16 19:47:03 2005] M20093081 completed P-1, B1=110000, B2=1842500, Wc1: 07C3C3D9 [Sun Jul 17 00:01:33 2005] M20093347 completed P-1, B1=110000, B2=1842500, Wc1: 07CDC3DE [Sun Jul 17 14:49:30 2005] M20094101 completed P-1, B1=110000, B2=1842500, Wc1: 07CAC3C3 [Sun Jul 17 19:08:57 2005] M20095021 completed P-1, B1=110000, B2=1842500, Wc1: 07E5C3C5 [Mon Jul 18 18:50:20 2005] M20095759 completed P-1, B1=110000, B2=1842500, Wc1: 07F2C3CB [Tue Jul 19 19:13:30 2005] M20096899 completed P-1, B1=110000, B2=1842500, Wc1: 081EC3B8 [Wed Jul 20 09:32:41 2005] M20098319 completed P-1, B1=110000, B2=1842500, Wc1: 080BC3A6 [Wed Jul 20 13:40:20 2005] M20098693 completed P-1, B1=110000, B2=1842500, Wc1: 080BC3A1 [Wed Jul 20 17:49:24 2005] M20099477 completed P-1, B1=110000, B2=1842500, Wc1: 0810C3AB |
2005-07-20, 18:07 | #4 |
Nov 2002
Anchorage, AK
3×7×17 Posts |
Are the error messages something to be concerned about? They are in the earlier ones, but not the latter ones. I don't think I've seen those before in other results submissions.
Last fiddled with by delta_t on 2005-07-20 at 18:09 |
2005-07-20, 19:32 | #5 |
"Richard B. Woods"
Aug 2002
Wisconsin USA
2^{2}×3×641 Posts |
Those messages are normal ever since version 22 iintroduced "soft FFT crossovers".
Code:
New features in Version 22.8 of prime95.exe ------------------------------------------- 1) Soft FFT crossovers have been implemented. If you test an exponent that is within 0.2% of the old hard FFT crossover point, then 1000 test iterations are run to determine if the smaller or larger FFT is appropriate for the exponent. |
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