How is exactly that we talk about "true random" numbers when we are actually measuring something. I mean, isn't measuring almost the opposite of randomness.
Som articles says that, for example, throwing a dice is "true random". Of course it isn't Pseudo-random, but is it even random?? If you could have a machine that throw dices from de exactly same position and always in the same direction with the exact same force always: woudn't it always turn out the same number? (I thing it does).
Please, can someone help me understand "true random" numbers??
Randomness is essentially a measure of how much we don't know. The universe may or may not be truly deterministic, it doesn't matter - we don't know (and have no foreseeable way of knowing) what the exact time between 2 cosmic ray impacts will be. For pseudorandom numbers, we do, in principle, have a way of knowing, because we can recreate the initial conditions and get the same output again.