THIS IS HARD. 50 POINTS AND HOPEFULLY BRAINLIEST! THANKS! A 5×5 square is divided into 25 cells. Initially, all the cells are white, as shown on the left. Neighboring cells are those that share a common edge. In each move the colors of two neighboring cells change to the opposite color (e. g., white cells become black and black cells become white). What is the minimum number of moves required to obtain the chess-like coloring shown on the right?