Classifier Instance:

Anchor text: Pierre Wantzel
Target Entity: Pierre_Wantzel
Preceding Context: With such tools, the task of angle trisection is generally impossible, as shown by
Succeeding Context: (1837). Wantzel's proof relies on ideas from the field of Galois theory—in particular, trisection of an angle corresponds to the solution of a certain cubic equation, which is not possible using the given tools. Note that the fact that there is no way to trisect an angle in general with just a compass and a straightedge does not mean that it is impossible to trisect all angles: for example, it is relatively straightforward to trisect a right angle (that is, to construct an angle of measure 30 degrees).
Paragraph Title: null
Source Page: Angle trisection

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