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List of forum topicsenRe: Pierre Fermat ever stack rectangles? If so, then he likely had a<br> proof of FLT #1469 Correcting Math
http://mathforum.org/kb/thread.jspa?messageID=9373200&tstart=0#9373200
;so, just do it

> QED

my putative proof uses a]]>Jan 27, 2014 1:45:59 PMJan 27, 2014 1:45:59 PMSpace998@hotmail.com0Re: Pierre Fermat ever stack rectangles? If so, then he likely had a proof of FLT #1469 Correcting Math
http://mathforum.org/kb/thread.jspa?messageID=9373003&tstart=0#9373003
extended the ranges covered, and make some]]>Jan 27, 2014 6:19:03 AMJan 27, 2014 6:19:03 AMreader80@eternal-september.org1Re: Pierre Fermat ever stack rectangles? If so, then he likely had a proof of FLT #1469 Correcting Math
http://mathforum.org/kb/thread.jspa?messageID=9372996&tstart=0#9372996
So, please, run your "reasoning" past us for, say, 3 and 5 with odd]]>Jan 27, 2014 5:55:29 AMJan 27, 2014 5:55:29 AMreader80@eternal-september.org2Re: Pierre Fermat ever stack rectangles? If so, then he likely had a<br> proof of FLT #1470 Correcting Math
http://mathforum.org/kb/thread.jspa?messageID=9372983&tstart=0#9372983
Jan 27, 2014 5:00:12 AMJan 27, 2014 5:00:12 AMplutonium.archimedes@gmail.com0Pierre Fermat ever stack rectangles? If so, then he likely had a<br> proof of FLT #1469 Correcting Math
http://mathforum.org/kb/thread.jspa?messageID=9372975&tstart=0#9372975
So, I proved FLT by simply noting that]]>Jan 27, 2014 4:30:46 AMJan 27, 2014 4:30:46 AMplutonium.archimedes@gmail.com4