Construct a six-pointed star using the following procedure.
1. Draw a ray, $\overrightarrow{A B}$. On $\overrightarrow{A B}$ mark off, in order, points $C$ and $D$ such that $A B=B C=C D$
2. Construct equilateral $\triangle A D G$.
3. On $\overline{A G}$ mark off points $E$ and $F$ so that both $A E$ and $E F$ equal $A B$
4. On $\overline{G D}$ mark off points $H$ and $I$ so that both $G H$ and $H I$ equal $A B$.
5. To complete the star, draw the three lines $\overrightarrow{F H}, \overrightarrow{E B},$ and $\overrightarrow{C I}$.