Draw with the property that the distance between points on the bisector of an angle is equal to the distance between two sides of the angle?

Do you believe me when you draw a vertical line?

Specific practices:

1. Make a circle (arc) at point B, and intersect with points AB and BC at points E and F respectively.

2. Make a circle (arc) with the same radius on E and F (the radius is larger, otherwise it will not be handed in later), cross at G point, connect BG and extend.

3. Make a circle (arc) at point C, and hand BC and CD to H and I respectively.

4. Make a circle (arc) with the same radius on H and I (the radius is larger, otherwise it will not be handed in later), cross at J, connect CJ and extend.

5. The intersection of 5.CJ and BG is the point P to be done.