Is 65537 the largest Fermat prime?
Mini
9
Ṁ7572101
93%
chance
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.
Get Ṁ1,000 play money
Related questions
Related questions
Will humans say the largest prime number before we find the next one?
12% chance
Are there infinitely many Fermat primes?
4% chance
Are there infinitely many composite Fermat numbers?
98% chance
Will there be a new largest known prime number by the end of 2025? (Last one - Oct 21 2024)
33% chance
Are all Fermat numbers squarefree?
91% chance
Will a non-Mersenne prime become the largest known prime at some point before 2030-01-01?
40% 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?
5% 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