

A085749


Largest prime p for which every solution of the congruence x^n + y^n = z^n (mod p) is such that p divides xyz.


0



3, 5, 17, 61, 317, 1951, 13697, 109597, 986411, 9864091, 108505097, 1302061337, 16926797467, 236975164793, 3554627472059, 56874039553189, 966858672404659, 17403456103284379, 330665665962403997, 6613313319248079991
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