A Company has a $$61,500,000$ bond issue outstanding that has a $0\mathrm{.}11$ annual coupon interest rate and $20$ years remaining to maturity. This issue, which was sold $5$ years ago, had flotation costs of $$3,500,000$ that the firm has been amortizing on a straight$-$line basis over the $25-$year original life of the issue. The bond has a call provision that makes it possible for the company to retire the issue at this time by calling the bonds in at a $0\mathrm{.}11$ call premium. Investment banks have assured the company that it could sell an additional $$61,500,000$ worth of new $20-$year bonds at an interest rate of $0\mathrm{.}07.$ To ensure that the funds required to pay off the old debt will be available, the new bonds will be sold $1$ month before the old issue is called; thus, for $1$ month the company will have to pay interest on two issues. Current short$-$term interest rates are $0\mathrm{.}04.$ Predictions are that long$-$term interest rates are unlikely to fall below $9\%.$ Flotation costs on a new refunding issue will amount to $$2,650,000,$ and the firm's marginal federal$-$plus$-$state tax rate is $40\%.$ Enter the NPV if the firm refunds it's $0\mathrm{.}11$ debt.

NOTE: Enter your answer to the nearest dollar amount, rounded up$,$ with no dollar sign. If your answer is $$4,567\mathrm{.}34$ enter $4,568$