The changes in the positions of the max and min wedged squares of Examples 2 and 3 suggests that, by
continuity, there is a non-equilateral triangle which has wedged squares on sides a and b which satisfy Sa - s^,, and
99° < mZA < 114°. If we choose a triangle which is also isosceles, then we will have discovered a non-equilateral
triangle with all three wedged squares of equal area.