It is August 1st, 2022. For some reason, you want to price a US Treasury bond "Ultra T-bond" futures contract. The Ultra T-bond futures you are considering matures on September 30 th, 2022. Your best Junior Analyst Katie let you know that the 'cheapest-to-deliver' bond is a 10 year US treasury with an 8% annual coupon, paid semi-annually, which has coupon payments every Apr 30th and Oct 31st. There have been 91 days since the bond's last coupon payment and are 182 days in the current coupon period. Thus, there are also 91 days until the bond's next coupon (on Halloween). There are 61 days from now until maturity of the Ultra T-bond (until Sept 30th). The current quoted price of the bond is $107. Assume the term structure is flat, with 10% annual continuous compounding. The bond's conversion factor is 1.15. What is the PV of all remaining coupons paid by the 'cheapest to deliver' bond up until the "Ultra Tbond's" maturity? \begin{tabular}{l} $0.00 \\ $3.42 \\ $3.90 \\ $4.00 \\ $4.50 \\ \hline$7.80 \\ \hline$8.00 \end{tabular}