
Is 65537 the largest Fermat prime?
11
170Ṁ7922101
94%
chance
1H
6H
1D
1W
1M
ALL
Fermat numbers are numbers of the form Fₙ = 2^2^n + 1. Fₙ is prime for n=0 through n=4, with F₄ = 65537. However, no other Fermat primes are known.
This question is managed and resolved by Manifold.
Get  1,000 to start trading!
1,000 to start trading!
People are also trading
Related questions
Are there infinitely many Fermat primes?
4% chance
Will there be a new largest known prime number by the end of 2025? (Last one - Oct 21 2024)
4% chance
Will humans say the largest prime number before we find the next one?
4% chance
Are there infinitely many composite Fermat numbers?
98% chance
Will a non-Mersenne prime become the largest known prime at some point before 2030-01-01?
36% chance
Are all Fermat numbers squarefree?
91% chance
Will the largest known prime number be non-Mersenne before 2030?
32% chance
Will a proof of Fermat's Last Theorem simple enough for Fermat to have possessed be found by 2027?
2% chance
Does there exist more than 51 Mersenne primes below 2^136279841-1?
10% chance
Will we have a formalized proof of Fermat's last theorem by 2049-05-01?
91% chance