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Difference between revisions of "Generalized Fermat number 2 1 29"
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(add digits) |
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|GFNn=29 | |GFNn=29 | ||
|GFNFDBid= | |GFNFDBid= | ||
| − | |GFNDigits= | + | |GFNDigits=161614249 |
|GFNFactors= | |GFNFactors= | ||
1120049,31 | 1120049,31 | ||
| − | |GFNState= | + | C161614233 |
| − | |GFNRemarks= | + | |GFNState=CF |
| + | |GFNRemarks=Proven composite in 2022 by [[Ernst W. Mayer]] | ||
}} | }} | ||
Latest revision as of 07:11, 18 May 2024
Current data
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Remarks : |
Proven composite in 2022 by Ernst W. Mayer |
Factors
- Proth 1120049•231+1 (GF Divisor), found 1980-10-17 by Gary B. Gostin, Philip B. McLaughlin
- Composite C<161614233>
Factorization
2405286912458753<16> * C<161614233>
