A bond with $8$ percent annual coupon rate originally sold at par for $$1,000.$ The current market interest rate on this bond $($or the bond's required rate of return or yield to maturity$)$ is $6$ percent. Assume no change in risk, this bond would sell at a $\_\_\_\_\_\_\_\_\_\_\_\_\_\_$ in order to compensate $\_\_\_\_\_\_\_\_\_\_\_\_\_\_\_.$

A$)$ premium; the purchaser of the bond for the above market coupon rate

B$)$ discount; the purchaser of the bond for the above market coupon rate

C$)$ premium; the seller of the bond for above market coupon rate

D$)$ discount; the seller of the bond for above market coupon rate