Having a good think during the daily turnout today - current supplies for the Golconda have reached nearly 13 million tons, that is, 13 million standard cargo canisters, each one measuring roughly 2m height by 1m diameter (yes, they’re not round, but this is mathecrapics and we don’t have to strain too much to be accurate).
Laying them lengthwise gives us a surface area of 26 million square meters.
The surface area of a sphere is A=4πr2
After some transposition of the formula and counting on all the fingers and toes, that means that those cargo canisters could make a 1m thick sphere with a diameter of 2877m.
Is the Golconda’s cunning plan to completely enclose itself in a cargo shell, paint the outside a fetching shade of beige, slap a few fake craters on it, then pretend to be a tiny moon so they don’t get bothered again?
Hollow Phobos theory revisited!
Laying them lengthwise gives us a surface area of 26 million square meters.
The surface area of a sphere is A=4πr2
After some transposition of the formula and counting on all the fingers and toes, that means that those cargo canisters could make a 1m thick sphere with a diameter of 2877m.
Is the Golconda’s cunning plan to completely enclose itself in a cargo shell, paint the outside a fetching shade of beige, slap a few fake craters on it, then pretend to be a tiny moon so they don’t get bothered again?
Hollow Phobos theory revisited!