Authors: Victor Sorokine
All calculations are done with numbers in base n, a prime number greater than 2. If in the Fermat equality A^n+B^n-C^n=0, the number U=A+B-C=un^k ends by k zeroes and the factor u is not ending by digit 1, after discarding k-digit endings in the numbers A, B, C, the Fermat equality turns into an inequality, which is NOT transformed back into an equality after the restoration of k-digit endings.
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