$11$ children play a game. They stand in a circle, and one of them starts passing a ball to somebody else, who in turn passes it on to a third child, etc. The rules are the following: nobody can throw the ball to somebody he$/$she has thrown it before, also nobody can throw the ball to somebody who has thrown it to him$/$her before, and nobody can throw the ball to either of the two children standing next to him$/$her in the circle. At most how many passes are possible in the game under these rules?