"Fermat’s Last Theorem went unsolved for hundreds of years. It said that no three positive integers a, b and c can satisfy
an + bn = cn (my keyboard doesnt support "power of", damn
Hey? Seeing he said that unconditionally, he is wrong.....
If a=1, and b=1, and n=1, and c=2
you get 1(to the power of 1) + 1 (to the power of 1) = c (to the power of 1)
ie. 1 + 1 = 2
Where do I collect my $million?
GZ
