Each participant in a charity lottery is given a unique number. The winner is chosen by picking one number from a bag of red balls numbered 1 through 5 and a second number from a bag of white balls numbered 0 through 9. If the number on the red ball is 3 and the number on the white ball is 9, for example, the player who is assigned the number 39 is the winner. Assuming that the total number of players is equal to the total number of possible outcomes, what is the probability each player has of winning?