A person stands at the corner marked $A$ of the square pictured in the previous exercise and tosses a coin. If it lands heads up, the person moves one corner clockwise, to B. If the coin lands tails up, the person moves one corner counterclockwise, to $D$. This process is then repeated until the person arrives back at $A$. Let $y$ denote the number of coin tosses. What are possible values of $y ?$ Is $y$ discrete or continuous?