A bond has $25$ years remaining to maturity. The annual coupon rate of the bond is $6$ percent. The bond makes annual coupon payments. The next coupon payment occurs one year from today. The par value $($or face value or principal value$)$ of the bond is $$1,000.$ If the annual yield to maturity $($or the required rate of return$)$ on the bond is $8$ percent, find the current bond price $($or bond value$).$