Founded by Poyraz in $2019,$ Dried Delights is a company based in Fort Wayne, Indiana,

specializing in dehydrated fruit and vegetable packages. These products cater to the needs of large restaurants, offering convenience in quick cooking and storage solutions. Dried Delights has recently secured agreements with five such restaurants, all of which have a consistent demand for SKU $$BUS$-327$ dehydrated tomatoes. The company intends to fulfill these orders directly from one of their local distribution centers. The distances $($meters$)$ between the distribution center and the five restaurants are outlined Network Diagram $3$ given below.

Assume that all branches are undirected, with travel distance indicated for each

branch. For example, the distance from Distribution Center $($DC$)$ to Restaurant $1($R$1)$

is $4,250$ meters; and distance from Restaurant $1($R$1)$ to Distribution Center $($DC$)$ is

$4,250$ meters.

Nimish, the newly appointed logistics lead, is responsible for planning delivery routes to serve five restaurants. Following Poyraz's recommendation, Nimish decides to use the Clark$-$Wright Savings Algorithm for route optimization, without any further modifications or enhancements.

Question $4$: If Nimish calculates and sorts the distance savings for every pair of

restaurants, what is the $4$th $($fourth$)$ highest values of savings $($in meters$)?$

The fourth$-$highest value of distance savings, resulting from Nimish's calculation and sorting of savings for every pair of restaurants is $\_\_\_\_\_\_\_\_\_\_\_\_\_$ meters.