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A tad more on Goldbach's Conjecture....
Hi,
I figure I'll share the thought I'm trailing....
Given Goldbach's Conjecture as true then it has a geometric interpretation.
Given a triangle of even area greater than two it can be tiled with a set of
triangles, with areas given by primes, exactly. I'm using equilaterals as a
test case since they're easy to deal with geometricaly.
So, if one can show that this is true then Goldbach's follows.
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