What are four ways to quadrisect any triangle?

Question

What are four ways to quadrisect any triangle with compass and straightedge? I have a few already:

1. Draw a median and from the midpoint, draw two medians to the remaining sides.

2. Draw a median and from the point from which it is drawn, draw two medians, quadrisecting the one side.

3. Draw a horizontal midline, and from the intersection points, draw two lines to the midpoint of the base.

They have to be constructable with a compass and an unmarked straightedge, and must divide the triangle into four pieces with equal area, but they do not have to be similar to the original triangle.

Answer 1

Hint without words:

Hint 2:

(Ignore this sentence.)