Imagine you've just joined a cellphone manufacturing company expanding its supply chain network into Europe. For your inaugural project, you've been placed on a team responsible for designing the company's European supply chain network. The company is contemplating the establishment of two production plants and three warehouses to meet the needs of its four customers. The collective goal of your team is to devise the most cost$-$effective distribution network that can fulfill the demands of all customers. You'll need to determine how many cellphones should be transported from the plants to the warehouses and from there to the customers, as well as make decisions about whether to open new plants or warehouses. This involves considering the fixed costs associated with establishing new facilities and the shipping costs per unit per mile from plants to warehouses and warehouses to customers. There are fixed costs of opening a plant and a warehouse as well as $$/$unit$/$mile cost of shipping from plants to warehouses and warehouses to customers. The data$/$template is given