Formulate Theorems in Multiple Ways: Pappus's Hexagon Theorem
Pappus's hexagon theorem states that for a crossed hexagon where every other vertex is collinear, the points of intersection of the three pairs of opposite sides are collinear. Represent the hypotheses of Pappus's hexagon theorem as a GeometricScene.
Successfully conjecture the conclusion.
Use different but equivalent hypotheses to generate yet another instance of the same abstract scene.
Again, successfully conjecture the conclusion.