=> Break Math Some simple Math: ## A simple definition: A = B ## Now multiply both side by A: A**2 = AB ## Now add A**2 - 2AB in both sides: A**2 + A**2 - 2AB = AB + A**2 - 2AB ## That we can simplify by: 2(A**2 -AB) = A**2 - AB ## And finally we divide both sides by A**2 - AB: 2 = 1 *> Soo, 2 is really equal 1? *> But we didn't anything wrong! *> Hummm, take a deep look! Som link sample: L => Font I<"The Last Theorem of Fermat".> #### =head1 Break Math Some simple Math: ## A simple definition: A = B ## Now multiply both side by A: A**2 = AB ## Now add A**2 - 2AB in both sides: A**2 + A**2 - 2AB = AB + A**2 - 2AB ## That we can simplify by: 2(A**2 -AB) = A**2 - AB ## And finally we divide both sides by A**2 - AB: 2 = 1 =over 10 =item Soo, 2 is really equal 1? =item But we didn't anything wrong! =item Hummm, take a deep look! Som link sample: L =back =head1 Font I<"The Last Theorem of Fermat".> =cut