| 1796 y. |
Carl Gauss, a student first-year University of Gottingen, solved the problem, before which mathematical science fold over more than two thousand years.Despite the fact that the ancient Greeks found ways to build using only a straightedge and compass of regular polygons with the number of sides 3, 4, 5, 15, and the number of parties, large 2-fold, for other regular polygons reigned unknown.It is in this day in 1796 the future "King of mathematicians", Gauss realized how to construct a regular 17-...
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