Assume Deere & Company's 2016 10-K reports the following footnote relating to long-term debt. Deere's borrowings include $200 million, 6.55% debentures (unsecured bonds), due in 2028 (highlighted below). Long-term borrowings at October 31 consisted of the following in millions of dollars:

Notes and debentures	2016	2015
Medium-term notes:
Average interest rate of 9.2%-2015		$20
Swapped $170 to Euro at average variable interest rates of 3.1%-2015		250
7.85% debentures due 2020	$500	500
6.95% notes due 2021: ($700 principal)
Swapped to variable interest rates of 5.2% - 2016, 3.1% - 2015	744	786
8.95% debentures due 2021	200	200
8-1/2% debentures due 2022	200	200
6.55% debentures due 2028	200	200
8.10% debentures due 2030	250	250
7.125% notes due 2031	300	300
Other notes	29	22
Total	$2,423	$2,728

A recent price quote on Deere's 6.55% debentures indicates that Deere's bonds have a market price of 108.104 (108.104% of face value), resulting in a yield to maturity of 5.89%. How much cash would Deere have to pay to repurchase the 6.55% debentures at the quoted market price of 108.104? (Assume no interest is owed when Deere repurchases the debentures.)

Select one:

A. $200.000 million

B. $213.100 million

C. $211.780 million

D. $216.208 million