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Old 2013-06-29, 04:54   #12
wombatman
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Another for the C163--higher E score, but skew that's an order of magnitude higher.

Code:
polynomial selection complete
R0: -40020140479137682195488804583345
R1: 12470852768744483
A0: 1934060142089187254140727999747419918668
A1: 251989992651819359069791989348234
A2: -269320501923113497813241230
A3: -29383283268000506320
A4: 3396697929467
A5: 10416
skew 9932333.95, size 7.478e-016, alpha -6.509, combined = 9.418e-013 rroots = 5
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Old 2013-06-29, 05:56   #13
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Best one so far as a quintic:

Code:
polynomial selection complete
R0: -21001168756013069437856880644490
R1: 1537745313139543
A0: 1101813190447253196113041703044601808103
A1: 860667476357611390499479006857020
A2: -125729032517775400648934611
A3: -63124241910199841636
A4: 3510134989836
A5: 261744
skew 7089777.20, size 7.852e-016, alpha -6.614, combined = 9.832e-013 rroots = 5
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Old 2013-06-29, 06:04   #14
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The composite size where 6th degree can compete with 5th is thought to be around 210 digits. It may be as low as 195, but a sextic for a C155 is surely a waste of time.

The first 6-hour batch on the C155 produced 2.49e-12. While e-scores on sextics are not directly comparable, this is over triple the score of your result. Msieve (that is, Batalov's estimate code) thinks we'll find something around or over 2.6e-12.

For my own C147, I produced 500MB of stage 1 hits, which took me roughly 6 core-days to process- longer than the suggested 120 hr poly search limit. That data produced a single poly above msieve's 8.77e-12 estimate, at 9.13e-12.

For the C155, I'll have 600-700MB of stage 1 hits, still just 36hr or so on the GPU but a core-week of stage 2.
Edit: Your C163 score is already in msieve's window, after just a day! Nice find.

Last fiddled with by VBCurtis on 2013-06-29 at 06:38
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Old 2013-06-29, 12:18   #15
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So, my best one for the first C150 almost make the grade
Code:
 expecting poly E from 5.18e-012 to > 5.96e-012
Sat Jun 29 10:47:15 2013  R0: -35438200818517877149236947705
Sat Jun 29 10:47:15 2013  R1: 67524408571583
Sat Jun 29 10:47:15 2013  A0: 32784110189167120719008928006382776
Sat Jun 29 10:47:15 2013  A1: 188888873030153589238143265026
Sat Jun 29 10:47:15 2013  A2: -179427764511079427669989
Sat Jun 29 10:47:15 2013  A3: -4242417039255900574
Sat Jun 29 10:47:15 2013  A4: 3052432180560
Sat Jun 29 10:47:15 2013  A5: 12935160
Sat Jun 29 10:47:15 2013  skew 419146.07, size 1.295e-014, alpha -6.692, combined = 5.114e-012 rroots = 1
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Old 2013-06-29, 13:59   #16
wombatman
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Yeah, I was mostly curious to see if there any benefit to trying 6th degrees, even with a smaller number. And based on what I've gotten thus far, it is in fact a waste of time. All the scores have been ok, but nothing spectacular. I'm working on some 5th degree ranges now. If I get anything that's better than yours, I'll put it up

Quote:
Originally Posted by VBCurtis View Post
The composite size where 6th degree can compete with 5th is thought to be around 210 digits. It may be as low as 195, but a sextic for a C155 is surely a waste of time.

The first 6-hour batch on the C155 produced 2.49e-12. While e-scores on sextics are not directly comparable, this is over triple the score of your result. Msieve (that is, Batalov's estimate code) thinks we'll find something around or over 2.6e-12.

For my own C147, I produced 500MB of stage 1 hits, which took me roughly 6 core-days to process- longer than the suggested 120 hr poly search limit. That data produced a single poly above msieve's 8.77e-12 estimate, at 9.13e-12.

For the C155, I'll have 600-700MB of stage 1 hits, still just 36hr or so on the GPU but a core-week of stage 2.
Edit: Your C163 score is already in msieve's window, after just a day! Nice find.
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Old 2013-06-29, 14:12   #17
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semi decent poly on the C155
Code:
Sat Jun 29 14:24:50 2013  expecting poly E from 2.61e-012 to > 3.00e-012
Sat Jun 29 16:06:32 2013  R0: -680628204836635134826943221897
Sat Jun 29 16:06:32 2013  R1: 44954668139851
Sat Jun 29 16:06:32 2013  A0: -631400808220929843355383580257719940
Sat Jun 29 16:06:32 2013  A1: -3931896448399836495367486860678
Sat Jun 29 16:06:32 2013  A2: 2874200947791086897271164
Sat Jun 29 16:06:32 2013  A3: 13720753381161217935
Sat Jun 29 16:06:32 2013  A4: -2389738631022
Sat Jun 29 16:06:32 2013  A5: 397320
Sat Jun 29 16:06:32 2013  skew 1189130.77, size 4.043e-015, alpha -6.493, combined = 2.567e-012 rroots = 3

Last fiddled with by firejuggler on 2013-06-29 at 14:13
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Old 2013-06-29, 16:32   #18
wombatman
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Nice one, fire! I'm sorting through some 5th degree polynomials now to see if I can get anything better...
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Old 2013-06-29, 17:31   #19
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Surprisingly, I actually did come across one that's slightly better (score is good, but skew is high):

Code:
expecting poly E from 2.61e-012 to > 3.00e-012
R0: -1710798987491293177532301875105
R1: 2977085536379179
A0: -35325577353217692275205373019309099688
A1: 93960101629955806327917631955384
A2: 27232843908875185831284718
A3: -3235381678824829314
A4: 147472260525
A5: 3960
skew 11649226.70, size 4.333e-015, alpha -6.768, combined = 2.676e-012 rroots = 3
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Old 2013-06-30, 17:06   #20
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And here's a new best for the C155:

Code:
**Expecting 2.61e-12 to > 3.00 e-12**

R0: -428009249638926627527273633984
R1: 934477421964221
A0: 217061154789639629444011631916949755
A1: -572233306440187650641837358080
A2: -2454023742836008232872129
A3: 3244582709807438026
A4: 6367540736208
A5: 4040400
skew 606864.90, size 4.537e-015, alpha -6.117, combined = 2.782e-012 rroots = 3
And with that, I think I'm done searching on the C155 and C163 for now!
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Old 2013-07-01, 01:53   #21
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C155 poly:
Code:
# norm 6.127360e-015 alpha -7.959690 e 2.933e-012 rroots 5
skew: 1640621.52
R0: -447020206779336618711125180826
R1: 1757855198190749
c0: -2276053687049797273481909588627918189
c1: 25854343994823984053734488131562
c2: 63714329712221148759529753
c3: -832502874879406998
c4: -21370641846128
c5: 3251280
I am only 80% through the data, but this is unlikely to be beaten. I'll tackle the C163 next.

Last fiddled with by VBCurtis on 2013-07-01 at 01:55
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Old 2013-07-01, 02:03   #22
wombatman
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Wow! Nicely done!

Edit: Interesting that my search didn't pick it up. Wonder what the difference is?

Last fiddled with by wombatman on 2013-07-01 at 02:11
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