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Old 2022-07-25, 03:00   #573
EdH
 
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"Ed Hall"
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Instead of updating the first post tonight, how about I just add the base 1352 sequences that are below 135 here?:
Code:
1352^16: 50/48
1352^18: 57/51
1352^19: 57/54
1352^20: 51/38
1352^21: 63/52
1352^22: 63/38
1352^23: 72/60
1352^24: 75/63
1352^25: 79/78
1352^26: 81/69
1352^27: 78/57
1352^28: 88/81
1352^29: 91/76
1352^30: 94/67
1352^31: 93/88
1352^32: 101/96
1352^33: 104/99
1352^34: 106/100
1352^35: 110/92
1352^36: 113/85
1352^37: 116/113
1352^38: 120/111
1352^39: 122/110
1352^40: 126/114
1352^41: 129/110
1352^42: 132/126
1352^43: 135/129
I'll add these to the first post tomorrow and update the terminations. I'll halt my work on base 127 for now and run those 1352 sequences above 134 digits for now. Does that sound good?
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Old 2022-07-25, 03:43   #574
gd_barnes
 
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Quote:
Originally Posted by EdH View Post
Instead of updating the first post tonight, how about I just add the base 1352 sequences that are below 135 here?:
<snip>
I'll add these to the first post tomorrow and update the terminations. I'll halt my work on base 127 for now and run those 1352 sequences above 134 digits for now. Does that sound good?
I give you permission to add my two terminations to the 1st post. Hehe.

I'm unclear. Are you going to ONLY run sequences > 134 digits now? If so, should I just terminate this entire list?

Edit: I just pulled up many of the sequences in the FactorDB. All sequences <= 1352^30 have already been terminated, either by you or the DB workers. I'll wait a few hours before I do anything to see if more are terminated. If not, I'll start working on sequences > 1352^30.

Last fiddled with by gd_barnes on 2022-07-25 at 04:04
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Old 2022-07-25, 08:33   #575
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59^97 terminates

With the 3 most recent terminations, bases 55 and 59 have only 2 total same-parity sequences remaining. Base 239 has 2 remaining <= 180 digits and 4 remaining total.

Bases 37, 42, 55, and 59 made a good 4-some with 2 remaining.
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Old 2022-07-25, 12:21   #576
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Quote:
Originally Posted by gd_barnes View Post

Edit: I just pulled up many of the sequences in the FactorDB. All sequences <= 1352^30 have already been terminated, either by you or the DB workers. I'll wait a few hours before I do anything to see if more are terminated. If not, I'll start working on sequences > 1352^30.
I terminated the following without a reservation, then I went to bed:

1352^16: 50/48
1352^18: 57/51
1352^19: 57/54
1352^20: 51/38
1352^21: 63/52
1352^22: 63/38
1352^23: 72/60
1352^24: 75/63
1352^25: 79/78
1352^26: 81/69
1352^27: 78/57
1352^28: 88/81
1352^29: 91/76
1352^30: 94/67
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Old 2022-07-25, 13:09   #577
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Ah cool. I thought maybe the DB workers went crazy.

I have terminated:
1352^31, 32, 33, 34, 35, 36, 37, 38, 39, 41, and 43.

I'm still working on 1352^40, 42, and 44.

1352^42 is a bad 130/130 full-ECM with a factor 3. It will likely run for the better part of a day. 40 and 44 are decent. There's a good chance I'll terminate at least one more of them before signing off for the day.
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Old 2022-07-25, 13:11   #578
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I'll take all the 131071 sequences listed by Ed.
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Old 2022-07-25, 14:13   #579
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Thanks for all the work Rich and Gary (and anyone who may be behind the scenes). Although I'm able to generate the lists of the new bases, my current scripts won't handle the other parts of the lists yet because there are no tables. I'm going to have to do some editing (probably both scripts and manual posting). I'll try to get to it soon, but I'm thinking it might be a couple hours before I can even start.

Here are the sequences for the other three bases Jean-Luc mentioned:
Code:
131071^15: 72/65
131071^21: 102/72
131071^23: 109/104
131071^25: 123/110
131071^27: 133/127
524287^11: 50/49
524287^15: 80/79
524287^19: 96/74
524287^21: 115/95
2147483647^9: 75/74
2147483647^11: 80/75
2147483647^13: 107/98
2147483647^15: 131/118
I'll try to get these added into the first post in a little while.
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Old 2022-07-25, 14:14   #580
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1352^40 and 1352^44 terminate

Only 1352^42 remains that I am still working on...meaning that all exponents < 45 other than 42 have terminated.

I also did some initialization for some of the higher exponents.

Last fiddled with by gd_barnes on 2022-07-25 at 14:17
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Old 2022-07-25, 15:20   #581
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1352^45 should now be below 135 and I've queued the rest through ^50, but they may be a while before falling below 135.
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Old 2022-07-25, 18:26   #582
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I just posted a full update. A lot of this took manual intervention. Let me know of missed credits, if any.
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Old 2022-07-25, 21:42   #583
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Rich terminated 1352^16 and 1352^18 thru 1352^30 per this post:
https://mersenneforum.org/showpost.p...&postcount=576

I have now terminated 1352^42, 1352^45, and 1352^46.

Reserving base 524287.
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