Assume that, in $2022$ annual growth rates in sales for each segment are as given below: i$.$ Australia $($AUS$)$: $30\%$ ii$.$ New Zealand $($NZ$)$: $20\%$ iii. United Kingdom $($UK$)$: $50\%$ iv$.$ North America $($NA$)$: $80\%$ v$.$ Rest of the World $($RoW$)$: $100\%$ After that, the growth rate decreases by half each year till it reaches the steady growth rate of $4\%$ in $2026.$ That is$,$ the growth rate each year for the middle years equals the average of the growth rate in the previous year and the long$-$term growth rate in $2026.$ i$.$e$.$ r$4=($r$($t$-1)+$r$2026)/2.$ Thus, the growth rate of revenue decreases more rapidly at the early stage of a company's life. $20212022$F $2023$F $2024$F $2025$F $2026$F $19\mathrm{.}9\%12\mathrm{.}3\%21\mathrm{.}8\%2\mathrm{.}1\%26\mathrm{.}6\%($$$\text{'}000)$ Segment revenue growth AUS NZ UK North America RoW Segment revenue AUS NZ UK North America Row Total revenue $384,150130,384223,56456,55854,126848,782$