** Study the following information carefully and answer the questions given below.**

There are five bags viz. Bag A, Bag B, Bag C, Bag D and Bag E, each contains three different coloured balls viz. red, green and blue Number of red balls in bag A is 12. Number of red balls in Bag A is 20% more than the number of red balls in Bag C. Ratio of number of red balls and number of green balls in Bag C is 2:1 respectively. Total number of balls in Bag C is 18. Respective ratio of number of red balls and number of green balls in Bag A is 3:2 respectively. Total number of balls in Bag A is 26. Total number of balls in Bag E is 14 and respective ratio of number of red balls, umber of green balls and number of blue balls in bag E is 4:2:1. Number of blue balls in Bag B is 10. Respective ratio of number of red balls and number of blue balls in Bag B is 4:5 respectively. Total number of balls in Bag B is 22. Total number of balls in Bag D is 10 less than the total number of balls in Bag B. Respective ratio of number of red balls, number of green balls and number of blue balls in Bag D is 1:3:2.

Find the probability of drawing 3 red balls, 2 green balls and 1 blue ball from bag E.