2. Instead of assuming that a player randomizes over his or her pure strategies, an alternative way to interpret mixed strategies is to assume that there are many identical players, each playing a pure strategy. Under this interpretation, one can compute the share (i.e., a number between 0 and 1) of players that play a given pure strategy and interpret that share as the frequency by which (or the probability that) that pure strategy is played. This is just a matter of interpretation, so that this problem will be framed using both interpretations. Assume that a worker's performance is decreased by the use of social media in the workplace and that this has a negative impact on the employer's prots. A worker who does not use social media (NS) while working produces output of value 7r > 0 for the employer. The value generated by a worker who uses social media (8) is O. A worker is paid w > 0 if he is not discovered using social media, but otherwise is paid 0. The use of social media gives a utility of s > 0. The employer can decide to monitor (M) the workers but this is costly. Monitoring