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Difference between revisions of "Category:Multi Reservation"
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− | {{!}} '''[[:Multi Reservation:{{#var:i}}|MR {{#var:i}}]]''' {{!}}{{!}} '''[[{{Multi Reservation:{{#var:i}}-Name}}]]''' {{!}}{{!}} [[{{Multi Reservation:{{#var:i}}-Contributor}}]] {{!}}{{!}} {{Multi Reservation:{{#var:i}}-Type}} {{!}}{{!}} {{Multi Reservation:{{#var:i}}-Description}} | + | {{!}} '''[[:Multi Reservation:{{#var:i}}|MR {{padleft:{{#var:i}}|2|0}}]]''' {{!}}{{!}} '''[[{{Multi Reservation:{{#var:i}}-Name}}]]''' {{!}}{{!}} [[{{Multi Reservation:{{#var:i}}-Contributor}}]] {{!}}{{!}} {{Multi Reservation:{{#var:i}}-Type}} {{!}}{{!}} {{Multi Reservation:{{#var:i}}-Description}} |
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[[Category:Reserved]] | [[Category:Reserved]] |
Revision as of 08:13, 28 September 2020
Overview
# | Name | Contributor | Type | Description
|
---|---|---|---|---|
MR 01 | PrimeGrid Proth Prime Search | PrimeGrid | Proth prime | Searching for Proth primes for n ≥ 2500000 |
MR 02 | [[]] | [[]] | ||
MR 03 | NPLB Drive 18 | No Prime Left Behind | Riesel prime | Searching all k=600-1001 for n=2000000-3000000 |
MR 04 | RPS Megabit Drive 1 | Riesel Prime Search | Riesel prime | Several k-values <300 with n>1000000. |
MR 05 | CRUS Liskovets-Gallot | Conjectures 'R Us | Riesel prime | Riesel base 2 even-odd n |
MR 06 | CRUS Liskovets-Gallot | Conjectures 'R Us | Proth prime | Sierpiński base 2 odd n |
MR 07 | NPLB K300 Drive 1 | No Prime Left Behind | Riesel prime | Searching k<300: many k's for n=2000000-3000000 |
MR 08 | NPLB Drive 17 | No Prime Left Behind | Riesel prime | Searching all k=400-600 for n=2000000-3000000 |
MR 09 | PrimeGrid Sierpiński base 5 | PrimeGrid | Proth prime | Searching for Sierpiński Base 5 primes, Status |
MR 10 | PrimeGrid Riesel base 5 | PrimeGrid | Riesel prime | Searching for Riesel Base 5 primes, Status |
MR 11 | Riesel problem 1 | PrimeGrid | Riesel prime | Searching for Riesel Problem primes, Status |
MR 12 | CRUS Even Sierpiński | Conjectures 'R Us | Proth prime | Sierpiński base 2 2nd conjecture even k |
MR 13 | [[]] | [[]] | ||
MR 14 | Woodall fill-in | Alexander Jones | Riesel prime | Filling in missing ranges for Woodall and near-Woodall k-values. |
MR 15 | CRUS Even Riesel | Conjectures 'R Us | Riesel prime | Solving the Even Riesel Problem |
MR 16 | PrimeGrid Seventeen or Bust | PrimeGrid | Proth prime | Solving the Sierpiński problem, Status |
MR 17 | PrimeGrid Generalized Cullen Prime Search | PrimeGrid | Proth prime | Searching for Generalized Cullen primes in bases with no known primes |
MR 18 | PrimeGrid Prime Sierpiński Problem | PrimeGrid | Proth prime | Attempting to prove that 271,129 is the smallest prime Sierpiński number |
MR 19 | [[]] | [[]] | ||
MR 20 | Riesel problem 3 | Alexander Jones | Riesel prime | Searching for 3rd Riesel problem primes |
MR 21 | Riesel problem 2 | Conjectures 'R Us | Riesel prime | Searching for 2nd Riesel problem primes |
MR 22 | PrimeGrid 321 Prime Search | PrimeGrid | Riesel prime,Proth prime | Searching for primes of the form 3•2n-1 and 3•2n+1. |
MR 23 | Riesel problem 4 | Alexander Jones | Riesel prime | Searching for 4th Riesel problem primes |
MR 24 | [[]] | [[]] | ||
MR 25 | PrimeGrid Proth Prime Search Extended | PrimeGrid | Proth prime | Searching for Proth primes |
MR 26 | NPLB Drive 19 | No Prime Left Behind | Riesel prime | Searching all k=310-400 for n=3000000-4000000 |
MR 27 | [[]] | [[]] |
Pages in category "Multi Reservation"
The following 27 pages are in this category, out of 27 total.
0–9
- Multi Reservation:1
- Multi Reservation:2
- Multi Reservation:3
- Multi Reservation:4
- Multi Reservation:5
- Multi Reservation:6
- Multi Reservation:7
- Multi Reservation:8
- Multi Reservation:9
- Multi Reservation:10
- Multi Reservation:11
- Multi Reservation:12
- Multi Reservation:13
- Multi Reservation:14
- Multi Reservation:15
- Multi Reservation:16
- Multi Reservation:17
- Multi Reservation:18
- Multi Reservation:19
- Multi Reservation:20
- Multi Reservation:21
- Multi Reservation:22
- Multi Reservation:23
- Multi Reservation:24
- Multi Reservation:25
- Multi Reservation:26
- Multi Reservation:27