Draft:Trisecting an Unknown Angle

Using Ruler and Compass construction (and writing instrument). Using the ruler, draw any angle. Using a compass, make 12 equal circles next to each other from start of the vertex outward on each of the angle's rays. Now place points on those lines as follows: in between circle - 3 and 4, 4 and 5, 6 and 7, 8 and 9, 9 and 10, 11 and 12, and last point at the end of 12th circle. For this purpose we will not use the first and second points from the vertex. Draw lines from one side of the angle to the other side using point 3 to point 12, and point 4 to point 12 on each of the rays. Draw a line from point 9 to other point 9, this will be the line of proof. On the line of proof there will be two intersections. Make each intersection into a point. Draw a ray from the vertex through each point on the line of proof. You have successfully trisected an unknown angle. This also opens up the path to intersecting unknown angles into odd numbered divisions.