You want to set up an account that will pay you $A in constant (year-0) dollars in each year from the end of year 1 through the end of year 7 (a total of 7 payments). The inflation rate is 3.26% and you wish to receive $130 in actual (year-7) dollars from the account at the end of year 7. If the market interest rate for the account is 4.3% compounded annually, how much to the nearest dollar do you need to deposit now to meet your wishes? You will not make any other deposits after the initial deposit. (HINT : you will need to calculate the inflation-free interest rate to relate $A to the initial deposit.)