As the owner of a concession booth in a major airport, you decide to purchase insurance that will pay $2 million in the event the airport terminal is destroyed by terrorists. Suppose the likelihood of such a loss is 0.05%, the risk-free interest rate is 3%, and the expected return of the market is 8%. If the risk has a beta of zero, what is the actuarially fair insurance premium? What is the premium if the beta of terrorism insurance is 3