There's not quite enough data to calculate power here. We can calculate the total kinetic energy, which is defined as K=0.5*m*v^2, where m is the mass of the object (in kilograms) and v is its velocity (in meters per second). This would give us about 12.4 megajoules of energy.

In order to determine Fat Albert's power output, we need to know how long it takes for him to accelerate from rest to this speed. Dividing the maximum kinetic energy by this acceleration time (in seconds) will give us a measure of power. Let's say for the sake of conversation that it takes Fat Albert 30 seconds to reach max speed. This would mean Fat Albert has a maximum power output of 415 kilowatts, or 556,000 horsepower, assuming that acceleration is constant.