This ODLK2025 project is an continue of the T. Brada Experimental Grid project
We are searching for Symmetric k-Tuples of consecutive Primes
This is new fork from:
boinc.termit.me/adsl
boinc.progger.info/odlk
boinc.tbrada.eu
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New subproject
Dear project participants!
I have a new subproject.
Al Qwen3.8-Max and I have compiled the Technical specifications.
Please read
https://boinc.mak.termit.me/odlk2025/forum_thread.php?id=85&postid=2217
I encourage everyone to participate in this subproject.
You can participate in the subproject simply as a cruncher.
You can also find new algorithms or modify the program for the proposed algorithm.
I'd be interested in sharing this Technical Specification with other Al.
If you can, please do so.
Report your results.
Please write to me in the specified thread or via PM.
It is possible to run a subproject within the BOINC project, but this requires termit's consent.
My Al-assistant, Qwen3.8-Max, is ready to help discuss any new algorithms, as well as ideas for optimizing the current program.
8 Aug 2026, 6:59:48 UTC
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Happy New Year!
Happy New Year dear project participants!
https://alice.yandex.ru/?video=3dedd7c3e91a11f0aa6e3e74b3655ddb
4 Jan 2026, 3:09:26 UTC
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Merry Christmas!
Dear project participants!
Merry Christmas!
I wish you peace and harmony.
25 Dec 2025, 6:02:06 UTC
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The Application "Calc15Tuples"
Our BOINC project has launched a new Application "Calc15Tuples".
The Application uses a very interesting algorithm developed by me.
We know the exact number of tasks, so theoretically the search can be completed completely.
Almost everything depends on the execution time.
In the Application, we search for the central 15-tuplets and their approximations, as well as the central 9-tuplets, 11-tuplets and 13-tuplets.
The search is performed in the range
[2079914861571286679, 117288381359406970983270).
The first Application "Calculate Tuples" will be stopped to save resources for the new Application.
12 Jul 2025, 5:05:40 UTC
· Discuss
Individual package of tasks
Dear crunchers!
I need your help.
I have developed an algorithm for finding a symmetrical 27-tuplet with a minimum diameter.
You can see it in the thread
https://boinc.progger.info/odlk/forum_thread.php?id=318
There are already algorithms and programs for finding a symmetrical 23-tuplet and a symmetrical 25-tuplet.
Everything is ready to launch new Applications, but termit does not have time to launch.
I offer everyone an individual task package.
For details, see the topic
https://boinc.mak.termit.me/odlk2025/forum_thread.php?id=43
8 Jun 2025, 17:42:47 UTC
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