Direction: Read the following information carefully and answer the questions.
The following information is about the number of balls of three different colour (red, yellow, and black) in four different boxes (B1, B2, B3 and B4). The total number of balls in all four boxes is 197. The total number of balls in box B1 is equal to the average number of balls in boxes B1, B2, and B3. The probability of selecting a black ball from box B4 and box B1 is (2/5) and (1/3) respectively. The total number of balls in box B3 is 25% more than that in box B2. The sum of number of red and yellow balls from box B4 is 21, and the number of black balls from box B4 is 70% of the number of yellow balls from box B1. The average number of red balls from box B1 and the number of yellow balls from box B4 is 12.
If the total number of balls in box B5 is 8.33% more than that of box B2. One ball is drawn at random from box B5 and the probability of drawing a black ball from bag B5 is (21/52), then find the probability of selecting three balls from box B5 none of them is black.