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#fermatprimes — Public Fediverse posts

Live and recent posts from across the Fediverse tagged #fermatprimes, aggregated by home.social.

  1. We're getting GTA VI before Elder Scrolls VI, Metroid 6, Luanti 6, Playstation 6, Toy Story 6, Unreal Engine 6, HTML6, a sixth Fermat Prime or Busy Beaver(6).

    #HTML6 #FermatPrimes

  2. We're getting GTA VI before Elder Scrolls VI, Metroid 6, Luanti 6, Playstation 6, Toy Story 6, Unreal Engine 6, HTML6, a sixth Fermat Prime or Busy Beaver(6).

    #HTML6 #FermatPrimes

  3. We're getting GTA VI before Elder Scrolls VI, Metroid 6, Luanti 6, Playstation 6, Toy Story 6, Unreal Engine 6, HTML6, a sixth Fermat Prime or Busy Beaver(6).

    #HTML6 #FermatPrimes

  4. We're getting GTA VI before Elder Scrolls VI, Metroid 6, Luanti 6, Playstation 6, Toy Story 6, Unreal Engine 6, HTML6, a sixth Fermat Prime or Busy Beaver(6).

    #HTML6 #FermatPrimes

  5. We're getting GTA VI before Elder Scrolls VI, Metroid 6, Luanti 6, Playstation 6, Toy Story 6, Unreal Engine 6, HTML6, a sixth Fermat Prime or Busy Beaver(6).

    #HTML6 #FermatPrimes

  6. Fermat conjectured that for \(n\) a non-negative integer, all numbers of the form \(2^{2^n}+1\) are prime.

    Was there ever a worse conjecture in maths than that?

    #Maths #Math
    #MathsEd #MathEd
    #MathsChat #MathChat
    #Fermat #Conjecture
    #Primes #FermatPrimes

  7. Fermat conjectured that for \(n\) a non-negative integer, all numbers of the form \(2^{2^n}+1\) are prime.

    Was there ever a worse conjecture in maths than that?

    #Maths #Math
    #MathsEd #MathEd
    #MathsChat #MathChat
    #Fermat #Conjecture
    #Primes #FermatPrimes

  8. Fermat conjectured that for \(n\) a non-negative integer, all numbers of the form \(2^{2^n}+1\) are prime.

    Was there ever a worse conjecture in maths than that?

    #Maths #Math
    #MathsEd #MathEd
    #MathsChat #MathChat
    #Fermat #Conjecture
    #Primes #FermatPrimes

  9. Fermat conjectured that for \(n\) a non-negative integer, all numbers of the form \(2^{2^n}+1\) are prime.

    Was there ever a worse conjecture in maths than that?

    #Maths #Math
    #MathsEd #MathEd
    #MathsChat #MathChat
    #Fermat #Conjecture
    #Primes #FermatPrimes

  10. Fermat conjectured that for \(n\) a non-negative integer, all numbers of the form \(2^{2^n}+1\) are prime.

    Was there ever a worse conjecture in maths than that?

    #Maths #Math
    #MathsEd #MathEd
    #MathsChat #MathChat
    #Fermat #Conjecture
    #Primes #FermatPrimes