Company A$\text{'}$s Class Q bonds have a $13-$year maturity,$$1,000$ par value, and a $10\mathrm{.}25\%$ coupon paid semiannually $(5\mathrm{.}125\%$ each $6$ months$),$ and those bonds sell at their par value. Company A$\text{'}$s Class P bonds have the same risk, maturity, and par value, but the P bonds pay a $10\mathrm{.}25\%$ annual coupon. Neither bond is callable. At what price should the annual payment bond sell?