Rabbit's Chance of Making One Leftwards Jump

A rabbit starts at stone $1$ in a row of $7$ stones, labelled $1$ to $7$ from left to right. On each turn, the rabbit hops to a stone it hasn't visited yet, chosen uniformly at random from all the unvisited stones, until it has visited all $7$ stones. What is the probability that, over the whole trip, the rabbit makes exactly one leftwards jump?