3 ms·

I once concisely proved Fermat's last theorem, but it's slightly too large to include in a HN comment so I won't bother you with it.

• EGreg 10y ago
  That's okay - since you are still around you can split it into multiple comments. We'll wait :)
• iconjack 10y ago
  This is the 1729th time I've heard a form of this joke just in the past year. Hey, I just noticed something. 1729 is the smallest positive integer that can be written as the sum of two cubes in two different ways.
  • jnbiche 10y ago
    I noticed that property when I was 10 after the schoolmaster forced the class to write out the cubes of 1 to 20 to keep us quiet for a few hours.
    • childProdigy 10y ago
      Oh yeah? Well, I noticed it when I was five, because I'm just naturally gifted.
      • bordercases 10y ago
        I'm an inside joke detection prodigy. Something is off here.
  • Someone 10y ago
    6^3 + (−5)^3 = 216 + -125 = 91 4^3 + (+3)^3 = 64 + 27 = 91
    • lbolla 10y ago
      It should be "positive" numbers. http://mathworld.wolfram.com/Hardy-RamanujanNumber.html http://mathworld.wolfram.com/Hardy-RamanujanNumber.html
    • dorianm 10y ago
      1^3 + (-1)^3 = 0 0^3 + (-0)^3 = 0 ^_^
      • Someone 10y ago
        Zero isn't a positive integer.
• joe563323 10y ago
  Could you please show the proof
• taneq 10y ago
  I bet your proof is truly marvellous, though.