Help me make this EES code run. to solve this thermo problem. An ocean thermal gradient power plant using a simple non$-$ideal Rankine Cycle operates with a peak boiler temperature of $70$ oF and a condenser temperature of $40$ oF$.$ The warm surface water of the ocean is supplying the thermal energy to the boiler. Assume a high source temperature of $80$ oF$.$ The cooler water deeper in the ocean is the sink for heat rejection at the condenser. Assume a low sink temperature of $35$ oF $($Such a power plant is a type of solar plant. After all, it$$s the sun that heats the ocean surface water.$)$ Assume that the turbine has an isentropic efficiency of $0\mathrm{.}8$ and that the pump has an isentropic efficiency of $0\mathrm{.}75.$ Assume that the working fluid for the power plant is water. The quality of the steam leaving the boiler is $1\mathrm{.}0$ for a simple cycle. Find the following and present them on a single typed Summary page that is the front page of Part $1$:

a$)$

The Net work per unit of mass flow rate of the plant$$s working fluid

b$)$

The plant$$s thermal efficiency

c$)$

The Lost Work of the plant per unit mass flow rate of the working fluid.

d$)$

The thermodynamic effectiveness of the plant

e$)$

The back work ratio

f$)$

The required working fluid flow rate for a $1000$ MW net power output

g$)$

The diameter of the pipe leaving the boiler if the velocity in the pipe is to be $100$ ft$/$sec