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Difference between revisions of "CRUS Liskovets-Gallot"
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===Riesel values=== | ===Riesel values=== | ||
| − | *[[Riesel prime 9519|k=9519, even {{Vn}}]], done to {{Vn}}=16777216, even {{Vn}}, not reserved | + | *[[Riesel prime 2 9519|k=9519, even {{Vn}}]], done to {{Vn}}=16777216, even {{Vn}}, not reserved |
| − | *[[Riesel prime 14361|k=14361, even {{Vn}}]] | + | *[[Riesel prime 2 14361|k=14361, even {{Vn}}]] |
| − | *[[Riesel prime 39687|k=39687, odd {{Vn}}]] | + | *[[Riesel prime 2 39687|k=39687, odd {{Vn}}]] |
| − | *[[Riesel prime 103947|k=103947, odd {{Vn}}]] | + | *[[Riesel prime 2 103947|k=103947, odd {{Vn}}]] |
| − | *[[Riesel prime 154317|k=154317, odd {{Vn}}]] | + | *[[Riesel prime 2 154317|k=154317, odd {{Vn}}]] |
| − | *[[Riesel prime 163503|k=163503, odd {{Vn}}]] | + | *[[Riesel prime 2 163503|k=163503, odd {{Vn}}]] |
===Proth values=== | ===Proth values=== | ||
Revision as of 13:51, 20 July 2021
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Explanations
- see the Liskovets-Gallot conjectures
Status
Riesel values
- k=9519, even n, done to n=16777216, even n, not reserved
- k=14361, even n
- k=39687, odd n
- k=103947, odd n
- k=154317, odd n
- k=163503, odd n
Proth values
- k=9267, odd n, reserved by Jean Penné
- k=32247, odd n
- k=53133, odd n
History
- 2011-07-29: Found Riesel 148323•21973319-1, Max Dettweiler
- 2008-12-03: Found Riesel 30003•2613463-1, Karsten Bonath
- 2008-05-22: Found Riesel 6927•2743481-1, Gary Barnes
