Some Somewhat Easier n^i Sequences Available for Termination - Page 83

EdH · 2022-10-05, 15:23

I plan to run one term for each of these:

Code:

347^63: 158/139
331^63: 156/143
1184^54: 162/144
313^63: 149/148
200560490130^14: 160/149
23^123: 157/150
307^63: 151/151

before returning to the index 1 sub-project. They are all sole sequences for their bases.

gd_barnes · 2022-10-05, 17:42

Quote:

Originally Posted by EdH

I show 48^94 and 48^100 remaining open.

Me too. I realized that my posting there was in error the next day.

Quote:

Originally Posted by EdH

I plan to run one term for each of these:

Code:

347^63: 158/139
331^63: 156/143
1184^54: 162/144
313^63: 149/148
200560490130^14: 160/149
23^123: 157/150
 307^63: 151/151

before returning to the index 1 sub-project. They are all sole sequences for their bases.

Cool! By the end of today, 359^63 will also be a lone survivor of its base after I clear 359^65. At 156/154/131/t40, it's a bigger cofactor but the smallest factor size is nice.

gd_barnes · 2022-10-06, 03:40

359^65 terminates

Only 1 remains on base 359. A lot of remaining exponent 63's on the prime bases in the 300s.

EdH · 2022-10-06, 13:07

I noticed a while back that we often had several bases with the same exponent left. I thought about seeing if there may be a reason that was easily determined, but didn't pursue the study.

gd_barnes · 2022-10-06, 13:55

313^63 terminates

Base 313 is complete!

I'm still working on 347^63. It didn't move after you split the C139. The next index has a fully ECM'd C136. But I'll stick with it unless it hits a C>=140. I'm done with the 3 others that you split.

EdH · 2022-10-06, 14:42

I'll soon be tied up for the rest of the day. I'll evaluate where things are this evening and adjust then. At least we had one success.

gd_barnes · 2022-10-07, 01:13

347^63 is now at 151/148/13 full-ECM. Releasing it. Many of these exponent 63s in the 300s are tough.

6 out of 7 of these sequences had the factor 3 when you picked them up. The exception was 347^63. Fortunately 313^63 dropped it quickly making it fairly easy to terminate.

Status:
347^63: 151/148/13/full released
331^63: 155/148/3/t40 released
1184^54: 157/137/3/t40 released
313^63: terminated
200560490130^14: 159/148/3/t40 released
23^123: 156/139/3/none now beginning work
307^63: 150/131/3/none now beginning work

What's up with exponent 63 in the 300s prime bases? I wonder if they often or always have a factor 3. There's also quite a few others in the 300s with 63 but have more than one exponent remaining. Now there's all of the C148s! Ugh!

EdH · 2022-10-07, 02:16

I'll come back to these after I finish the c147s in the index 1 thread. I'll update tomorrow.

gd_barnes · 2022-10-07, 05:11

Sequences remaining by exponent for the 10 prime bases in the 300s:

61: 1
63: 7
65: 3

63 had 8/10 remaining prior to today. Weird!

gd_barnes · 2022-10-07, 10:26

I'm done with the last two. Status:

23^123: 151/136/3/full
307^63: 149/140/3/full

EdH · 2022-10-07, 11:42

I'll insert:

Code:

23^123: 151/136/3/full
1184^54: 157/137/3/t40
307^63: 149/140/3/full

into today's runs for a single term each.

2022-10-05, 15:23	#903
EdH "Ed Hall" Dec 2009 Adirondack Mtns 1484₁₆ Posts	I plan to run one term for each of these: Code: 347^63: 158/139 331^63: 156/143 1184^54: 162/144 313^63: 149/148 200560490130^14: 160/149 23^123: 157/150 307^63: 151/151 before returning to the index 1 sub-project. They are all sole sequences for their bases.

2022-10-06, 13:55	#907
gd_barnes "Gary" May 2007 Overland Park, KS 11,827 Posts	313^63 terminates Base 313 is complete! I'm still working on 347^63. It didn't move after you split the C139. The next index has a fully ECM'd C136. But I'll stick with it unless it hits a C>=140. I'm done with the 3 others that you split. Last fiddled with by gd_barnes on 2022-10-06 at 13:56

2022-10-07, 11:42	#913
EdH "Ed Hall" Dec 2009 Adirondack Mtns 1010010000100₂ Posts	I'll insert: Code: 23^123: 151/136/3/full 1184^54: 157/137/3/t40 307^63: 149/140/3/full into today's runs for a single term each.

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2022-10-06, 03:40	#905
gd_barnes "Gary" May 2007 Overland Park, KS 27063₈ Posts	359^65 terminates Only 1 remains on base 359. A lot of remaining exponent 63's on the prime bases in the 300s.

2022-10-06, 13:07	#906
EdH "Ed Hall" Dec 2009 Adirondack Mtns 12204₈ Posts	I noticed a while back that we often had several bases with the same exponent left. I thought about seeing if there may be a reason that was easily determined, but didn't pursue the study.

2022-10-06, 14:42	#908
EdH "Ed Hall" Dec 2009 Adirondack Mtns 2²·13·101 Posts	I'll soon be tied up for the rest of the day. I'll evaluate where things are this evening and adjust then. At least we had one success.

2022-10-07, 01:13	#909
gd_barnes "Gary" May 2007 Overland Park, KS 27063₈ Posts	347^63 is now at 151/148/13 full-ECM. Releasing it. Many of these exponent 63s in the 300s are tough. 6 out of 7 of these sequences had the factor 3 when you picked them up. The exception was 347^63. Fortunately 313^63 dropped it quickly making it fairly easy to terminate. Status: 347^63: 151/148/13/full released 331^63: 155/148/3/t40 released 1184^54: 157/137/3/t40 released 313^63: terminated 200560490130^14: 159/148/3/t40 released 23^123: 156/139/3/none now beginning work 307^63: 150/131/3/none now beginning work What's up with exponent 63 in the 300s prime bases? I wonder if they often or always have a factor 3. There's also quite a few others in the 300s with 63 but have more than one exponent remaining. Now there's all of the C148s! Ugh!

2022-10-07, 02:16	#910
EdH "Ed Hall" Dec 2009 Adirondack Mtns 2²×13×101 Posts	I'll come back to these after I finish the c147s in the index 1 thread. I'll update tomorrow.

2022-10-07, 05:11	#911
gd_barnes "Gary" May 2007 Overland Park, KS 10111000110011₂ Posts	Sequences remaining by exponent for the 10 prime bases in the 300s: 61: 1 63: 7 65: 3 63 had 8/10 remaining prior to today. Weird!

2022-10-07, 10:26	#912
gd_barnes "Gary" May 2007 Overland Park, KS 11,827 Posts	I'm done with the last two. Status: 23^123: 151/136/3/full 307^63: 149/140/3/full