A collection of damn interesting things. ... In one margin Fermat proposed that xn + yn = zn has no non-zero integer solutions for x, y and z when n > 2. However, rather than providing a proof, he only offered this taunting sentence: “I have discovered a truly remarkable proof which this margin is too small to contain.”...
www.damninteresting.com/?p=246
Then he added, "I have discovered a truly remarkable proof ((of the theorem)), ... Miyaoka has apparently found out why by using an esoteric branch of mathematics called arithmetic geometry. Scientists are now awaiting the first draft of his manuscript. If it checks out, the Frenchman's infuriating puzzle will finally be solved...
www.time.com/time/magazine/article/0,9171,967047,00.htm... www.time.com/time/magazine/article/0,9171,967047,00.html
Pierre Fermat was a mathematician who liked to pose difficult puzzles to other mathematicians once he knew the answer. Is it possible that he made a puzzle but that he actually did not know the answer to? If so, it has been one of ... I have discovered a truly remarkable proof which this margin is too small to contain.
www.mingl.org/matematika/conjecturestheorems/Fermatlast... www.mingl.org/matematika/conjecturestheorems/Fermatlastheorem.htm
Two years ago, Beal stunned the rarefied realm of academic mathematicians by coming up with something none of them had thought of—a numerical puzzle that has since been dubbed the Beal Conjecture. ... Princeton University Professor Andrew Wiles claimed the prize in 1993, but a gap in his reasoning was discovered,
www.bealaerospace.com/articles/DMagazine/bdfeature02008... www.bealaerospace.com/articles/DMagazine/bdfeature02008.html
Level 47 is the one that says "I have discovered a truly remarkable puzzle...." ; And when you move the cursor over the image (that same huge question mark on the news papers) it says "the input line is not too narrow to containe 6+2+6 letters." ;
www.lazylaces.com/article.asp?p=1589&page=9
Gauss meets Fermat ... A Mathematical Explorer notebook by Ed Pegg Jr. ... I have discovered a truly remarkable proof which this margin is two small to contain.
www.mathpuzzle.com/gaussmeetsfermat/index.html www.mathpuzzle.com/gaussmeetsfermat/index.html
Da Vinci Days Puzzle Central ... This puzzle is virtually unsolvable by trial and error. The arithmetical principle of the smaller puzzle (to the right) is a virtual necessity for this puzzle. ... This puzzle yields easily to trial and error. It can, however, be solved by a simple arithimetical principle of odd and even numbers...
home.pacifier.com/~ppenn/puzcent.html
Obviously there is some overlap there (ie: the 50-yard line shows up in five of those photos), but Photosynth takes all the pictures and puts them together, like puzzle pieces until you have one continuous image you can virtually “walk” through.
www.californiachronicle.com/articles/12507
The theorem states that x^n + y^n = z^n has no non-zero integer solutions for x, y, and z when n is greater than 2. Fermat wrote about his theorem saying, "I have discovered a truly remarkable proof which this margin is too small to contain." 300 years later, the British mathematician, Andrew Wiles,
www.usd327.org/EHS/Johnson%20web/Fermat.htm
Fermat's last theorem is the world's most famous unsolved mathematical puzzle. ... the following marginal annotation: “I have discovered a truly remarkable ...
holyjoe.us/Krauthammer.htm