Suzanne is the monopoly seller of an illegal product in a particular city. Her marginal cost is $14 per unit and she has no other costs. She faces a demand curve of P = 104-q, and she charges the same price to all her clients. Unfortunately for Suzanne, in the city there is a corrupt government official who has the power to shut Suzanne's operation down. This official, however, is willing to take a bribe and let Suzanne continue to sell. What is the highest bribe that Suzanne is willing to pay? [Hint: she wants to be at least as well off as having to stop operating]
[Round your answer to 2 decimal points when necessary]