Lucky Larry wins $5,000,000 in a state lottery. The standard way in which the state pays such lottery winnings is at a constant rate of $200,000 per year for 25 years. Round your answer to the nearest $10. If Lucky invests each payment from the state at 5% compounded continuously, what is the accumulated future value of the income stream? What is the accumulated present value of the income stream at 5%, compounded continuously? (This amount represents what the state has to invest at the start of its lottery payments, assuming the 5% interest rate holds.)