Bond P is a premium bond with a $12$ percent coupon, a YTM of $6$ percent, and $15$ years to maturity. Bond D is a discount bond with an $8$ percent coupon and a YTM of $10$ percent, and also has $15$ years to maturity. The bonds pay semiannual coupons. If interest rates remain unchanged, what do you expect the price of Bond P to be $10$ years from now?

$($Note: Round your answer to four decimal places; Use a financial calculator to solve this problem, and document the key sequences entered, like $[$N$],[$PMT$],[$CF$],$ etc.$)$