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Difference between revisions of "MediaWiki:Sitenotice"
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| − | {{Box|title=Information as of 2020-04-07: Inserting more history entries for '''Riesel primes k<300'''|content= | + | {{Box|title=Information as of 2020-04-07: Inserting more history entries for '''Riesel primes k<300 (k=1-49 done)'''|content=<div style="text-align: left;"> |
*'''Collected:''' [[MersenneForum]] thread [https://www.mersenneforum.org/showthread.php?t=13180 "POST LOTS AND LOTS OF PRIMES HERE"]: '''#1 (2010-03-17) - #1945 (2020-03-11)''' ({{C|green|'''100%'''}}) done. | *'''Collected:''' [[MersenneForum]] thread [https://www.mersenneforum.org/showthread.php?t=13180 "POST LOTS AND LOTS OF PRIMES HERE"]: '''#1 (2010-03-17) - #1945 (2020-03-11)''' ({{C|green|'''100%'''}}) done. | ||
*'''Collected:''' IDs for Riesel primes of the [[The Prime Pages]]: ''' ''k'' = 1 - 299''' ({{C|green|'''100%'''}}) done. | *'''Collected:''' IDs for Riesel primes of the [[The Prime Pages]]: ''' ''k'' = 1 - 299''' ({{C|green|'''100%'''}}) done. | ||
*{{C|green|'''DONE'''}}: [[MersenneForum]] thread [https://www.mersenneforum.org/showthread.php?t=8621 "Riesel Primes k*2^n-1, k<300 (Part II)"] (#1 (2007-07-08) - #986 (2020-04-06)). | *{{C|green|'''DONE'''}}: [[MersenneForum]] thread [https://www.mersenneforum.org/showthread.php?t=8621 "Riesel Primes k*2^n-1, k<300 (Part II)"] (#1 (2007-07-08) - #986 (2020-04-06)). | ||
*{{C|red|'''Please check your reservations [[Riesel_k%3D1-300|here]]}}. | *{{C|red|'''Please check your reservations [[Riesel_k%3D1-300|here]]}}. | ||
| + | </div> | ||
}} | }} | ||
Revision as of 00:54, 8 April 2020
Information as of 2020-04-07: Inserting more history entries for Riesel primes k<300 (k=1-49 done)
- Collected: MersenneForum thread "POST LOTS AND LOTS OF PRIMES HERE": #1 (2010-03-17) - #1945 (2020-03-11) (100%) done.
- Collected: IDs for Riesel primes of the The Prime Pages: k = 1 - 299 (100%) done.
- DONE: MersenneForum thread "Riesel Primes k*2^n-1, k<300 (Part II)" (#1 (2007-07-08) - #986 (2020-04-06)).
- Please check your reservations here.
