The Tampa Bay, FL Desalination plant is designed to provide an maximum output of $25$ million gallons of drinking water per day $($MGD$).$ Input water from the ocean has a salinity $($salt concentration$)$ of $25,000$ ppm on a mass basis $(1$ ppm is $1$ gram salt$/106$ grams water$).$ The desalinated drinking water at the output has a salinity of $500$ ppm$.$ The plant efficiency for converting input ocean water to output drinking water is $57\%$ by volume. Assume the density of both sea water and drinking water is $1000$ kg$/$m$3($ok for approximate analysis since concentrations are so low$).$

$(1$ cubic meter $=264\mathrm{.}2$ gallons$).$

How many gallons of water are input into the system? How many gallons of waste water are produced each day?