An investor is buying a bond that pays semi$-$annual interest. The par value is $$900$ and the coupon rate is $6\%.$ The investor plans to hold the bond to its maturity, which is $5$ years from now. If her typical required rate of return is $7\%,$ what is the most the investor should pay for the bond? Use a time value of money function for full credit. $($round to nearest cent$)$