Riesel list 1000<k<3000
Started: Feb 15, 2007
Last update: Feb 15, 2007
The project is to search primes of the form k*2^n-1.
Meaning of colors used in the
table:
yellow, reserved and in progress by respective individuals
gray, available
The “Weight” column lists the number of candidates left for n<10k in a sieve to p=100M.
Special thanks to Wilfrid Keller for giving us the idea to search in the first place.
k |
Reserved |
Weight |
k*2^n-1 is prime for following n's |
1001 |
Gryphon |
|
[PS Gryphon at 540k] |
1031 |
Amphoria |
|
6, 138, 534, 1686, 13338, 20010, 20778 [Amphoria at 800k] |
1003- 1399 |
Peter Benson? |
|
Unknown- 380k? |
1401 |
|
619 |
7, 10, 17, 23, 37, 41, 106, 151, 239, 241, 311, 337, 343, 395, 421, 433, 835, 1834, 3361, 4805, 17303, 20701, 25573 (50k) |
1403 |
|
686 |
4, 8, 20, |
1405 |
|
586 |
3, 5, |
1407 |
|
811 |
4, 12, 13 |
1409 |
|
322 |
4, 12, 16, 28, 36, 48, 144, 264, 1944, 2292, 4212, 4416, 5488, 12612 (25k) |
1415 |
|
352 |
2, 4, 32, 44, 140, 170, 256, 268, 314, 458, 1330, 1778, 3320, 16810, 17170 (25k) |
1421 |
|
287 |
2, 14, 162, 554, 974, 2054, 4386, 10394, 10914, 17694 (25k) |
1423 |
|
127 |
3, 411, 2511, 4455 (25k) |
1439 |
|
245 |
12, 36, 60, 248, 336, 612, 14592, 19956 (25k) |
1447 |
|
297 |
133, 137, 265, 269, 417, 805, 809, 4165, 5449, 5853, 5977, 11565, 13809 (25k) |
1449 |
Flatlander |
1271 |
|
1505 |
|
676 |
(500k Thomas) |
1515 |
Cruelty |
1269 |
[Cruelty at 600k] |
1785 |
Flatlander |
1430 |
|
2000- 2300 |
|
|
(Thomas 200k-300k) for those k's not divisible by 3. |
2009 |
Thomas |
|
[Thomas 200k-350k] |
2017 |
Thomas |
|
[Thomas 200k-350k] |
2021 |
Thomas |
|
[Thomas 200k-350k] |
2023 |
Thomas |
|
[Thomas 200k-350k] |
2039 |
Thomas |
|
[Thomas 200k-350k] |
2047 |
Thomas |
|
[Thomas 200k-350k] |
2051 |
Thomas |
|
[Thomas 200k-350k] |
2053 |
Thomas |
|
[Thomas 200k-350k] |
2065 |
Amphoria |
|
|
2069 |
Thomas |
|
[Thomas 200k-350k] |
2073 |
Amphoria |
|
[Amphoria 270k-305k] |
2077 |
Thomas |
|
[Thomas 200k-350k] |
2081 |
Thomas |
|
[Thomas 200k-350k] |
2083 |
Thomas |
|
[Thomas 200k-350k] |
2087 |
Amphoria |
|
[Amphoria 270k-305k] |
2089 |
Amphoria |
|
[Amphoria 270k-305k] |
2093 |
Amphoria |
|
|
2099 |
Thomas |
|
[Thomas 200k-350k] |
2107 |
Thomas |
|
[Thomas 200k-350k] |
2109 |
Amphoria |
|
|
2111 |
Thomas |
|
[Thomas 200k-350k] |
2113 |
Thomas |
|
[Thomas 200k-350k] |
2123 |
Amphoria |
|
|
2125 |
Amphoria |
|
|
2129 |
Thomas |
|
[Thomas 200k-350k] |
2137 |
Thomas |
|
[Thomas 200k-350k] |
2141 |
Thomas |
|
[Thomas 200k-350k] |
2143 |
Thomas |
|
[Thomas 200k-350k] |
2151 |
Amphoria |
|
|
2153 |
Amphoria |
|
|
2155 |
Amphoria |
|
|
2159 |
Thomas |
|
[Thomas 200k-350k] |
2167 |
Thomas |
|
[Thomas 200k-350k] |
2171 |
Thomas |
|
[Thomas 200k-350k] |
2173 |
Thomas |
|
[Thomas 200k-350k] |
2177 |
Amphoria |
|
|
2179 |
Amphoria |
|
|
2185 |
Amphoria |
|
|
2189 |
Thomas |
|
[Thomas 200k-350k] |
2197 |
Thomas |
|
[Thomas 200k-350k] |
2199 |
Amphoria |
|
|
2201 |
Thomas |
|
[Thomas 200k-350k] |
2203 |
Thomas |
|
[Thomas 200k-350k] |
2211 |
Amphoria |
|
267747, 268226, 348073, 351181, 373102 [Amphoria 250k-305k] |
2219 |
Thomas |
|
[Thomas 200k-350k] |
2227 |
Thomas |
|
[Thomas 200k-350k] |
2231 |
Thomas |
|
[Thomas 200k-350k] |
2233 |
Thomas |
|
[Thomas 200k-350k] |
2249 |
Thomas |
|
[Thomas 200k-350k] |
2257 |
Thomas |
|
[Thomas 200k-350k] |
2261 |
Thomas |
|
[Thomas 200k-350k] |
2263 |
Thomas |
|
[Thomas 200k-350k] |
2279 |
Thomas |
|
[Thomas 200k-350k] |
2287 |
Thomas |
|
[Thomas 200k-350k] |
2291 |
Thomas |
|
[Thomas 200k-350k] |
2293 |
Thomas |
|
[Thomas 200k-350k] |
2309 |
Thomas |
|
[Thomas 200k-350k] |
2317 |
Thomas |
|
[Thomas 200k-350k] |
2321 |
Thomas |
|
[Thomas 200k-350k] |
2323 |
Thomas |
|
[Thomas 200k-350k] |
2339 |
Thomas |
|
[Thomas 200k-350k] |
2347 |
Thomas |
|
[Thomas 200k-350k] |
2351 |
Thomas |
|
[Thomas 200k-350k] |
2353 |
Thomas |
|
[Thomas 200k-350k] |
2369 |
Thomas |
|
[Thomas 200k-350k] |
2377 |
Thomas |
|
[Thomas 200k-350k] |
2381 |
Thomas |
|
[Thomas 200k-350k] |
2383 |
Thomas |
|
[Thomas 200k-350k] |
2683 |
Amphoria |
|
2239 (Amphoria 1120000) |
|
|
|
|