An Elementary Demonstration of FERMAT's Great Theorem

 

               "GREAT" or "LATEST"?  This is the question to which you can see an answer in the book 

EDWARDS H. M. - FERMAT’s LAST THEOREM : A Genetic Introduction in Algebraic Number Theory, 

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                The Romanian mathematician Vasile Lucilius published a book that cannot be found anywhere:

"EIGHT MAJOR THEORETICAL BREAKTHROUGHS IN THE SUPERIOR MATHEMATICS"

STEF Publishing House, Iași, 2007.

 On two pages (Chapter 6) the author demonstrates, with elementary means, that the equation

$$x^p+y^p=z^p \;,p\geqslant 5\;prime\;number$$

 does not admit solutions in whole numbers.