For those interested in the numbers on pumped hydroelectric storage, we can get more energy by increasing 'head' or the distance that the weight falls, from 6 meters to up to 500 meters for some of the largest projects (and we could in theory go bigger).
Let's pick a more reasonable number like 60 meters:
MASS/house = 15 kWh/house / (9.8 m/s² × 60 m) = 91,836 kg/house = 91 m^3/house
Let's say we have a dam with ~20 meters of water level fluctuation (drawdown). Then that's 5 m^2 per house of surface area.
As a sanity check, Bath County Pumped Storage Station in VA stores about 24000 MWh/ 30 KWh/house = 800,000 houses worth of energy.
800,000 houses * 5 m^2 = 4 km^2
The Bath County reservoir is about 1km^2 so we're in the right range here (the reservoir has a little more drawdown and a way bigger head).
We're going to be at Söderberg The Meadows; although the rain has stopped the world is still soaking wet.
How do you argue that the models are really implemented backwards like this in the brain?