Suppose that a portfolio manager purchases $100 million of par value of a six-year bond that has an coupon rate of 4% (annually paid) and pays interest once per year. The first annual coupon payment will be made one year from now. If the portfolio manager (1) holds the bond until it matures six years from now, and 2) can reinvest all the annual interest payments at an annual interest rate of 5%, how much will the portfolio manager have at the end of six years?