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-   -   Some Somewhat Easier n^i Sequences Available for Termination (https://www.mersenneforum.org/showthread.php?t=27659)

garambois 2022-04-14 06:29

[QUOTE=EdH;603917]
I have added a block for terminations. Everyone please check and let me know of any credits I'm missing.[/QUOTE]
[B]Edwin, this fourth block is exactly what I needed ![/B]
Many, many, many thanks !
But I understand that you are the one who completes it and that nobody else can enter their data himself.
This could become a very strong constraint for you, on top of the colossal work you already do !
And I insist that the work on this project remains a pleasure for everyone.
[B]If it becomes too difficult, we can always go back.[/B]
Don't hesitate to let us know.
The problem is just to put the right attributions for the finished sequences.

firejuggler 2022-04-14 10:06

55^85 terminate in a P7.
taking 14^126

EdH 2022-04-14 12:56

[QUOTE=garambois;603950][B]Edwin, this fourth block is exactly what I needed ![/B]
Many, many, many thanks !
But I understand that you are the one who completes it and that nobody else can enter their data himself.
This could become a very strong constraint for you, on top of the colossal work you already do !
And I insist that the work on this project remains a pleasure for everyone.
[B]If it becomes too difficult, we can always go back.[/B]
Don't hesitate to let us know.
The problem is just to put the right attributions for the finished sequences.[/QUOTE]Glad I could help get this organized. I have scripts doing a lot of the work and hope to give them even more. Thanks for the option to return to a previous state. I think for now I can run an update once or twice a day without too much concern.

I am beginning to wonder if 140 is still too high a cutoff for many factorers. We're near 100 unfinished sequences in this list. I will need to balance this against the ones left above 140 and my ability to bring more down. One of my priorities has been to complete tables that only have one or two unfinished matched parity sequences. I do stray from that often, though. I might look at finishing those myself instead of leaving them for the group.

Thanks for all your effort keeping track of this project.

Luminescence 2022-04-14 13:48

I finally got around to completing my new setup. I also had to edit the msieve source code and change the default polyselect norms, as this setup found too much stuff and spent an hour for stage 3 while the sieving itself only took 15 minutes :loco: :groan:


Anyways, I am grabbing the following sequences:

[CODE]552^56
52^84
80^74
14536^34
210^60
882^48
14264^34
44^88
35^99[/CODE]

Luminescence 2022-04-15 06:58

All of my reservations terminated

[QUOTE=Luminescence;603969][CODE]552^56 - P3
52^84 - P11
80^74 - P42
14536^34 - P108
210^60 - P125
882^48 - P46
14264^34 - P13
44^88 - P25
35^99 - P71[/CODE][/QUOTE]

Alfred 2022-04-15 08:17

done 82^66
taking 82^74

unconnected 2022-04-15 09:36

99^77 and 33^97 done

EdH 2022-04-15 15:04

[QUOTE=unconnected;604009]. . . 33^97 done[/QUOTE]Great! Through this thread, we've actually completed all the matched parity sequences for several bases, including 33.

Luminescence 2022-04-15 15:18

Grabbing the following:

[CODE]10^144
10^146
14^132
28^100
35^95
40^92
43^93
44^86[/CODE]

garambois 2022-04-15 15:19

[QUOTE=EdH;604020]Great! Through this thread, we've actually completed all the matched parity sequences for several bases, including 33.[/QUOTE]
Yes, this is really excellent !

I just finished updating the page.
But I notice that there are already new sequences that I have not updated for example for the bases 60, 75...
I'm having trouble keeping up, but that's a good sign.
It means that the calculations are going very fast !

As announced in the other thread, I'm going to take a break for a week, because I'll be away from my computers!
I'll see when I come back for another update.

Alfred 2022-04-16 15:45

done 82^74


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