Albion Coffee Shop sells two basic blends: EspressoLake and Kanadana. They use two types of coffee to produce the blends: Brutte and Java.

Espressolake sells for $$6\mathrm{.}25$ per pound and requires at least $30\%$ Brutte. Kanadana sells for $$5\mathrm{.}25$ per pound and requires no more than $35\%$ Java.

The shop has $75$ pounds of Brutte and $95$ pounds of Java. Brutte costs $$3\mathrm{.}25$ per pound while Java costs $$4\mathrm{.}25$ per pound.

Let $x_{ij}$ represent pounds of coffee $i$ in blend $j$

$i=B,J,($for Brutte and Java$)$

$j=E,K,($for EspressoLake and Kanadana$)$

The objective is to maximize profit.

Input the objective function coefficients in the answer boxes below:

Maximize $w_{BE}+v_{BK}+w_{JE}+{}_{JK}$