A large retailer is planning to open a new store. Three locations in California are currently under consideration: South Coast Plaza $($SCP$),$ Fashion Island $($FI$),$ and Laguna Hills $($LH$).$ Transportation costs for the locations and costs, demands, and supplies for existing locations and warehouses $($origins$),$ are shown below. Each of the locations has a demand potential of $300$ units per week. Which location would yield the lowest transportation costs for the system? Use the Minimum Cell Cost Heuristic. $($Omit the $"$$$"$ sign in your response.$)$

TO

From

Warehouse SCP FI LH

$1$ $$4$ $$7$ $$5$

$21164$

$3556$