In the center of a square is a rabbit and at each vertex of this even square, a wolf. The wolves only move along the sides of the square and the rabbit moves freely in the plane. Knowing that the rabbit move at a speed of 10 km / h and that the wolves move to a maximum speed of 14 km / h, determine if there is a strategy for the rabbit to leave the square without being caught by the wolves. combinatoricscombinatorial geometryspeed