You are a pension fund manager who anticipates having to pay out 8 percent (paid semiannually) on $100 million for the next seven years. You currently hold $100 million of a floating-rate note that pays LIBOR + 2 1/2 percent. You view this as an attractive investment but realize that if LIBOR falls below 5 1/2 percent, you will not have enough cash to make your fixed payments. You arrange a swap with a dealer who agrees to pay you 6 percent fixed, whereas you pay it LIBOR. Determine your cash flow as a percent of the notional amount at each payment date under this arrangement. Assume for simplicity that each period is 180 days and that there are 360 days in the year?