Larry values each Coke at $$3$ and each Pepsi at $$1.$ Mary values each Coke at $$2$ and each Pepsi at $$4.$ Consider the following three allocations: Allocation $1$: Larry has $2$ Cokes, $2$ Pepsis, and $$10.$ Mary has $2$ Cokes, $2$ Pepsis, and $$10.$ Allocation $2$: Larry has $3$ Cokes, $1$ Pepsi, and $$0.$ Mary has $1$ Coke, $3$ Pepsis, and $$20.$ Allocation $3$: Larry has $1$ Coke, $3$ Pepsis, and $$5.$ Mary has $3$ Cokes, $1$ Pepsi, and $$15.$ Rank the three allocations according to the Rawlsian criterion.