A fountain uses an opening 903 cm in diameter to form a thin layer of water flowing over the face of the fountain. If the water has a density of 1.01 g/cm^3 and a viscosity of 0.0100 g/cm*s, what is the flow rate of water in cm^3/s coming out of the top of the fountain if you need to produce a film of water with thickness (df) 0.030 cm? Although the geometry is cylindrical, for simplicity, assume the film is thin enough that you can use rectangular coordinates around the circumference of the fountain. Also, assume the sidewalls are flat and vertical.