An investor with a 4-year investment horizon purchases a bond that pays coupons annually at a rate of 7%. At the time of purchase, the bond has 10 years left to maturity and is selling at 93.2899 per hundred of par, with a YTM of 8%. After the purchase but before the first coupon payment, interest rates rise to 9%. What is the value of the reinvested coupons at the end of the investment horizon?