Melynda manages a company that makes and sells two kinds of microphones, the MX$300$ and the XL$2000.$ Each $Mx300$ takes $2$ hours to create the plastic parts, $2$ hours to create the electronics, and $8$ hours for assembly. Each XL$2000$ requires $8$ hours to create the plastic parts, $7$ hours to create the electronics, and $6$ hours for assembly. The factory can handle a maximum of $2128$ hours to create the plastic parts, $2034$ hours to create the electronics, and $7080$ hours for assembly each week. If each MX$300$ generates $$10$ in profit, and each XL$2000$ generates $$14,$ how many of each of the microphones should Melynda have the company make and sell each week to earn the most profit?

MX$300$:

XL$2000$:

Best profit: