Let PNT be the prime number theorem and let FLT be Fermat last theorem, then PNT implies FLT and FLT implies PNT.
If this theorem were fully proved it would bridge algebraic number theory and analytic number theory.
According to FLT xa + ya = za has no solution for a > 2
According to PNT pi(x) = x/ log x
I proved that a–> 1 as PNT implies FLT. When I prove it conversely, as FLT implies PNT, a –>
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