The function C$($t$)=$C$0(1+$r$)$t models the rise in the cost of a product that has a cost of C$0$ today, subject to an average yearly inflation rate of r for t years. If the average annual rate of inflation over the next $9$ years is assumed to be $3\mathrm{.}5\%,$ what will the inflation$-$adjusted cost of a $$22,900$

motorcycle be in $9$ years? Round to two decimal places.