"Shown is the board for a simple dice game. You roll a die and move the same number of squares (for example if your first roll is a $3$, move to the $3$ square). If you land on an arrow's tail, you must move to the square where that arrow's head is. You win if you land on the "6" square or beyond (for example rolling a $5$ when you are on the $4$ square will win).
What is the probability of winning this game in EXACTLY $2$ moves?"
I'm having trouble understanding the wording and how to calculate the probability for this, could anyone help? Reading the sample solution didn't give me more hints on what exactly the rules for the game are.