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February 20th, 2015, 01:16 AM  #11 
Banned Camp Joined: Dec 2012 Posts: 1,028 Thanks: 24 
Sorry I repost to check using there are no more errors in visualizzation: Is funny that is clear to evrybody that: But this live us free to Group the terms as we prefer: So from n>=2 we can for sure represent as: in any case, also with (p or q)<n and Even. In case n is Even we know Fermat is Right by a simple proof. In case n is an integer ODD we can write in a finite number of combination, of JUST 2 TYPES:  INVOLVING EVEN POWER(s)  NOT INVOLVING EVEN POWER(S) Since we know Even and Odd power can be represented by 2 DIFFERENT SUMS any concernings on the result of FLT operations between , , , MUST SATISFY BOTH: So in the most simple case n = 3 we can write (the trivial case A*A*A is not interesting): So we can rewrite using the shown "trapezoidal" or step sums, then discussing about the fact that given a couple C,B of coprimes there is just 1 way (and no other way) to recombine the singles terms of the sum, while if we have an integer solution of the FLT from n>=3 it means that it comes from 2 different way to combine the terms... (using Odds Sum just, or using also Even Sum)... Sorry I still have "Math Processing Error" in Explorer 11... so no way to see forumlas (If I use else than [latex] any one has solution for this problem ? 

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flt, skull, table 
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