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Difference between revisions of "Generalized Fermat number 3 1 8"
(new) |
(no factor 2) |
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| Line 3: | Line 3: | ||
|GFNb=1 | |GFNb=1 | ||
|GFNn=8 | |GFNn=8 | ||
| − | |GFNFDBid= | + | |GFNFDBid=1100000000034668026 |
| − | |GFNDigits= | + | |GFNDigits=122 |
|GFNFactors= | |GFNFactors= | ||
| − | |||
3,12 | 3,12 | ||
17525,9 | 17525,9 | ||
Revision as of 13:57, 28 July 2021
Current data
|
Factors
- Proth 3•212+1 (GF Divisor), found 1981 by Cunningham project
- Proth 17525•29+1 (GF Divisor), found 1981 by Cunningham project
- [[Proth prime 2 Long number:N1100000002618013323-NS(Long number:N1100000002618013323-DI)|Proth Long number:N1100000002618013323-NS(Long number:N1100000002618013323-DI)•29+1]] ([[GF Divisor Long number:N1100000002618013323-NS(Long number:N1100000002618013323-DI) 9|GF Divisor]])Long number:N1100000002618013323-NS(Long number:N1100000002618013323-DI)
- Proth 138139700146349586211941790195...83(88)•29+1 (GF Divisor), found 1986 by Robert D. Silverman
Factorization
12289 * 8972801 * Long number:N1100000002618013323-NS(Long number:N1100000002618013323-DI) * 707275264749309881405141965802671548079179711820351316861777644606207216944972589404100097<90>
