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Difference between revisions of "GF Divisor 3 41"
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|GFFDBid=6597069766657 | |GFFDBid=6597069766657 | ||
|GFList= | |GFList= | ||
− | 2,1,38#1903#James Cullen | + | 2,1,38#1903#James Cullen,Allan Cunningham,Alfred Edward Western |
3,1,38#1992#Harvey Dubner | 3,1,38#1992#Harvey Dubner | ||
+ | 3,2,37#1996#Anders Björn,Hans Riesel | ||
+ | 4,3,38#1996#Anders Björn,Hans Riesel | ||
6,1,35#1969#Hans Riesel | 6,1,35#1969#Hans Riesel | ||
+ | 8,3,36#1996#Anders Björn,Hans Riesel | ||
+ | 9,2,38#1996#Anders Björn,Hans Riesel | ||
+ | 9,8,38#1996#Anders Björn,Hans Riesel | ||
+ | 11,7,39#1996#Anders Björn,Hans Riesel | ||
12,1,38#1969#Hans Riesel | 12,1,38#1969#Hans Riesel | ||
|GFRemarks= | |GFRemarks= | ||
}} | }} |
Latest revision as of 14:26, 17 August 2021
Current data
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Divides
- F(38), found 1903 by James Cullen, Allan Cunningham, Alfred Edward Western
- GF(38,3), found 1992 by Harvey Dubner
- xGF(37,3,2), found 1996 by Anders Björn, Hans Riesel
- xGF(38,4,3), found 1996 by Anders Björn, Hans Riesel
- GF(35,6), found 1969 by Hans Riesel
- xGF(36,8,3), found 1996 by Anders Björn, Hans Riesel
- xGF(38,9,2), found 1996 by Anders Björn, Hans Riesel
- xGF(38,9,8), found 1996 by Anders Björn, Hans Riesel
- xGF(39,11,7), found 1996 by Anders Björn, Hans Riesel
- GF(38,12), found 1969 by Hans Riesel
Categories:
- GF Divisors
- Generalized Fermat number 2 1 Divs
- Generalized Fermat number diffs 2 1 3
- Generalized Fermat number 3 1 Divs
- Generalized Fermat number diffs 3 1 3
- Generalized Fermat number 3 2 Divs
- Generalized Fermat number diffs 3 2 4
- Generalized Fermat number 4 3 Divs
- Generalized Fermat number diffs 4 3 3
- Generalized Fermat number 6 1 Divs
- Generalized Fermat number diffs 6 1 6
- Generalized Fermat number 8 3 Divs
- Generalized Fermat number diffs 8 3 5
- Generalized Fermat number 9 2 Divs
- Generalized Fermat number diffs 9 2 3
- Generalized Fermat number 9 8 Divs
- Generalized Fermat number diffs 9 8 3
- Generalized Fermat number 11 7 Divs
- Generalized Fermat number diffs 11 7 2
- Generalized Fermat number 12 1 Divs
- Generalized Fermat number diffs 12 1 3