Not this again, please
[image]
What if we found a way to harness the entire mass-energy of the Sun, not just the portion burned through by its natural fusion? Because that would certainly give you enough energy to count to 2^256. I'm using data from
http://en.wikipedia.org/wiki/Orders_of_magnitude_(energy) that the minimum energy to change state at the lowest temperature yet achieved (100 picokelvins) is ~10^-33 J, and the mass-energy of the sun is ~10^47 J. 10^47 / 10^-33 ~= 2^266, so you might be able to count close to 1000 times 2^256 with the mass-energy of the sun. If you take the milky way with its dark matter/energy, you're looking at ~2^306 information changes.
In fact, since addresses are "only" 160 bits, you "only" need ~10^15 J (~400 gigawatt-hours; the world uses more electricity each hour) to enact 2^160 information changes at 100 picokelvins. Granted, RIPEMD160(SHA256(priv * G)) is much harder than 1 information change, but maybe not "burn out the sun trying" hard.
Don't get me wrong: I know that we'll not get even close to this being an issue for a very long time. But I think that image is highly inaccurate about how secure Bitcoin is. It takes best-case scenarios in some things (energy change, 1 flip = 1 hash), nearsighted ones in others (only one sun, can only get energy by letting it burn naturally), and completely ignores that 2^160 is the weak point of the current system, not 2^256. It's also very light on the science behind its claims.