Simple proof of Beals conjecture A and C are equal numbers

>> YOUR LINK HERE: ___ http://youtube.com/watch?v=0wDSXuoToLE

This video is about simple proof fo Beals conjecture where are equalities B^y=8A^x and C^z=A^x. Numbers A is always equal to number C and value of these 2 numbers are 3. First example in video was represented in several paperworks about Beal's conjecture. Example of equation mentioned in this video is on the following link http://vixra.org/pdf/1403.0939v1.pdf . Second example of equation mentioned in this videois on the following link https://www.academia.edu/5988886/Bull... . • Third example of equation mentioned in this video is on the following link http://mathhelpforum.com/number-theor... . In this video there are also general expressions and equations where numbers A and C are equal. This number is also a Common multiple factor and it's value is 3.The value of number B depends on power of number A( number x). Number of possible solutions depends on the powers of numbers A, B and C. Numbers of possible solutions for every equation depends on these equations • Simple examples of Beals conjecture (see link from 2:26).

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