Pankaj got an order from a big company for 1600 homemade cookies to be delivered within 3 days. He bought 16 packets of flour and 9 microwave ovens; and also appointed some expert bakers to do the job. Unfortunately, some bakers didn’t report on D-day and Pankaj faced a catastrophic situation. As a result, each baker who reported had to bake N cookies more than originally planned by Pankaj, with equal distribution of work among the 16 bakers. How many bakers had Pankaj appointed and how many of them did not report?
(N = number of co-primes of LCM of cube of 3 and square of 2 that are less than the LCM).