bbee7a1b   
   From: b.karzeddin@yahoo.com   
      
   > Dear Mathematicians   
   >   
   > I have posted in the geometry research the following   
   > problem about angle trisection,but did not get a   
   > clear opinion ,and, since, here is a larger group.   
   >   
   > I will be glad to know if I wrote nonsense   
   > mathematics or something useful.here is the problem.   
   >   
   > An arbitrary angle and its exact trisection angle   
   > fits exactly in the following symbolic triangle with   
   > the following sides:   
   >   
   >   a^3 , a*(b^2-a^2) , b*(b^2-2*a^2)   
   >   
   > Where :  2 >= b/a >= sqrt(2)   
   >   
   >        (a,b):are positive real numbers   
   >   
   > Of course, I have a hand written proofs for this   
   > fact.   
   >   
   > Thanking you.   
   >   
   > Bassam Karzeddin   
   > Al Hussein Bin Talal University   
   > JORDAN   
   > ********************************   
      
    And truly speaking, every existing angle is simply trisectible   
      
    But of course those majority of many fiction non existing angles are   
   impossible to trisect, for sure   
      
    I had already explained those fiction angles based on fiction numbers in my   
   recent posts with irrefutable proofs based on integer analysis and not simply   
   on real or fake complex analysis, for sure   
      
    And really there wasn't any real puzzle except in understanding what was   
   fiction non existing numbers   
      
    So, once the morons drop them they would certainly drop many puzzles  to the   
   hell   
      
    And the Greeks so unfortunately did not recognize this simple fact for sure,   
   otherwise they would never ask such a simple Question, but truly (pi) had   
   deceived them as being real number   
      
    Bassam King Karzeddin   
    13th, April, 2017   
      
   --- SoupGate-Win32 v1.05   
    * Origin: you cannot sedate... all the things you hate (1:229/2)