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25 + 144 = 169 = 13².
It remained an open problem for over 300 years.
The first exponent beyond 2 is 3.
The theorem excludes n = 2.
Solutions for n = 2 are called Baudhāyana or Pythagorean triples.
Such a solution would violate the theorem.
Andrew Wiles proved the theorem in 1994.
The theorem concerns positive integers.
8² + 15² = 17².
A long-unsolved question is called an open problem.
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