## Fermat’s Theorem: the Second Case (a is Multiple of n)

**Authors:** Victor Sorokine

The number D=[(A+B)^n-(C-B)^n-(C-A)^n+(A^n+B^n-C^n)] ends with k+2 zeroes, where k is the number of zeroes at the end of the number A (and in the number A+B-C). However, after the opening of the binomials in the number D its (k+2)-th digit is not equal to zero.

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### Submission history

[v1] 2018-10-28 10:11:24

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