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Difference between revisions of "Riesel prime 2 5110664609396115"

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(n=143 SG)
(corr.)
 
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{{Riesel prime
 
{{Riesel prime
 
|Rk=5110664609396115
 
|Rk=5110664609396115
 +
|Rb=2
 
|RCount=39
 
|RCount=39
 
|RNash=3540
 
|RNash=3540
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==History==
 
==History==
 
{{HistC|2020-07-12|50000|Karsten Bonath}}
 
{{HistC|2020-07-12|50000|Karsten Bonath}}
{{HistF|2014-04-25|34945|Gábor E. Gévay,Emil Vatai,Gabor Farkas,Antal Járai}}
+
{{HistF|2014-04-25|34946|Gábor E. Gévay,Emil Vatai,Gabor Farkas,Antal Járai}}
 
{{HistF|2014-04-25|34945|Gábor E. Gévay,Emil Vatai,Gabor Farkas,Antal Járai}}
 
{{HistF|2014-04-25|34945|Gábor E. Gévay,Emil Vatai,Gabor Farkas,Antal Járai}}
 
{{HistF|2014-04-25|34944|Gábor E. Gévay,Emil Vatai,Gabor Farkas,Antal Járai}}
 
{{HistF|2014-04-25|34944|Gábor E. Gévay,Emil Vatai,Gabor Farkas,Antal Járai}}

Latest revision as of 13:55, 7 April 2023

Current data

k , b : 5110664609396115 , 2
Type : 315
Count : 39
Nash : 3540
Max n : 50,000
Date : 2020-07-12
64, 74, 86, 126, 129, 143[1], 144, 279, 398, 571, 651, 660, 806, 894, 1025, 2174, 2303, 2640, 3050, 4451, 5784, 6038, 7078, 9448, 10345, 12506, 12743, 14368, 16515, 17249, 18558, 21208, 32495, 34944[2], 34945[3], 34946, 35406, 35688, 44715

Notes

  1. S.G. n=143
  2. S.G. n=34944, Cunningham Chain
  3. S.G. n=34945

History