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Find a solution to x^7+y^7+z^7=0 (mod 15) in which none of x, y, or z is a multiple of 15.?

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  • Find a solution to x^7+y^7+z^7=0 (mod 15) in which none of x, y, or z is a multiple of 15.?


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Class 23: Germain's Theorem. ... Find a solution to x^7+y^7+z^7=0 (mod 15) in which none of x, y, or z is a multiple of 15.
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Positive: 19 %
15 If we let y = t, ... This yields the unique solution x = 4, y = 2, z = 3. ... x = 7, y = –2, and z = –6
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Positive: 16 %

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... x/ 7! gxWG X !X; is continuous ... Theorem to find an n such that d CnN 1 mod p for every prime p dividing c ... xC iy. Thus, z 7! w.z/ is the map .x;y ...
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Positive: 19 %
Elliptic Curves in Nature ... with the quotient of x^7 + y^7 + z^7 = 0 by the symmetric group S_3 ... Using the model y^2 + 15 x y + 128 y = x^3 ...
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Positive: 14 %
The present invention provides methods of treating or preventing autoimmune diseases with 2,4 ... symptoms and multiple ... Y R4 is R35 Z X ...
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Positive: 10 %
The Collected Mathematical Papers of Arthur ... (26); (27). Restoring x, y, z, xlt ylt z ... of the fourth degree is to find the general solution of this ...
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Positive: 10 %

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