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Difference between revisions of "Riesel prime const 514229"
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Alex soldier (talk | contribs) (add hist. & links + res.) |
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{{Riesel prime const | {{Riesel prime const | ||
|Rcn=514229 | |Rcn=514229 | ||
|RcMaxk=3417615 | |RcMaxk=3417615 | ||
| − | |RcDate=2010 | + | |RcDate=2010-03-10 |
| − | |RcReserved= | + | |RcReserved=(Alex_soldier) |
|RcKlist= | |RcKlist= | ||
3681;83038;C:{{NRi|3681|514229}} | 3681;83038;C:{{NRi|3681|514229}} | ||
14161;83051;C:{{NRi|14161|514229}} | 14161;83051;C:{{NRi|14161|514229}} | ||
| − | 103939 | + | 103939;83098;C:[[Arithmetic progression]] (2,d=103939*2^514229-11347*2^508209) |
| − | 834961 | + | 834961;83922 |
| − | 926197 | + | 926197;84072 |
| − | 1452459 | + | 1452459;85314 |
| − | 2302315 | + | 2302315;87510 |
| − | 2548237 | + | 2548237;88947 |
| − | 2554711 | + | 2554711;88995 |
| − | 2677177 | + | 2677177;89462 |
| − | 3417615 | + | 3417615;92131 |
|RcRemarks=514229 is the 29th [[Fibonacci number]]. | |RcRemarks=514229 is the 29th [[Fibonacci number]]. | ||
}} | }} | ||
==History== | ==History== | ||
| − | {{HistF|2007-11-18|14161|Lei Zhou}} | + | {{HistR|2024-08-06|(Alex_soldier)|}} for {{Rk|1|5000000}} |
| − | {{HistF|2007-11-17|3681|Lei Zhou}} | + | {{HistF|2010-03-10|{{Rk|3417615|3417615}}|Lei Zhou}} |
| + | {{HistF|2009-07-30|{{Rk|2677177|2677177}}|Lei Zhou}} | ||
| + | {{HistF|2009-06-24|{{Rk|2554711|2554711}}|Lei Zhou}} | ||
| + | {{HistF|2009-06-21|{{Rk|2548237|2548237}}|Lei Zhou}} | ||
| + | {{HistF|2009-04-07|{{Rk|2302315|2302315}}|Lei Zhou}} | ||
| + | {{HistF|2008-07-15|{{Rk|1452459|1452459}}|Lei Zhou}} | ||
| + | {{HistF|2008-02-14|{{Rk|926197|926197}}|Lei Zhou}} | ||
| + | {{HistF|2008-02-02|{{Rk|834961|834961}}|Lei Zhou}} | ||
| + | {{HistF|2007-11-26|{{Rk|103939|103939}}|Lei Zhou}} | ||
| + | {{HistF|2007-11-18|{{Rk|14161|14161}}|Lei Zhou}} | ||
| + | {{HistF|2007-11-17|{{Rk|3681|3681}}|Lei Zhou}} | ||
Latest revision as of 17:26, 15 August 2024
Current data
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Remarks : |
514229 is the 29th Fibonacci number. |
Notes
- ↑ Riesel 3681•2514229-1
- ↑ Riesel 14161•2514229-1
- ↑ Arithmetic progression (2,d=103939*2^514229-11347*2^508209)
History
- 2024-08-06: Reserved by (Alex_soldier) for k = 1 - 5000000
- 2010-03-10: Found k = 3417615, Lei Zhou
- 2009-07-30: Found k = 2677177, Lei Zhou
- 2009-06-24: Found k = 2554711, Lei Zhou
- 2009-06-21: Found k = 2548237, Lei Zhou
- 2009-04-07: Found k = 2302315, Lei Zhou
- 2008-07-15: Found k = 1452459, Lei Zhou
- 2008-02-14: Found k = 926197, Lei Zhou
- 2008-02-02: Found k = 834961, Lei Zhou
- 2007-11-26: Found k = 103939, Lei Zhou
- 2007-11-18: Found k = 14161, Lei Zhou
- 2007-11-17: Found k = 3681, Lei Zhou
