Not necessarily. If the risk decreases faster than an inverse function (ie. if the risk is less than 1/n for each event, where n is the number of events), there can be a probability between 0 and 1.
Unless you make one more Horcrux than yesterday each day, that’s never going to happen. And there’s still the finite, fixed, non-zero chance of the magic widget being destroyed and all of your backups failing simultaneously, or the false vacuum collapsing. Unless you seriously think you can think up completely novel ways to prevent your death at a constantly-accelerating rate, with no duplicates, many of which can avoid hypothetical universe-ending apocalypses.
Unless we find a way to escape the known universe, or discover something similarly munchkinneritorial, we’re all going to die.
Not necessarily. If the risk decreases faster than an inverse function (ie. if the risk is less than 1/n for each event, where n is the number of events), there can be a probability between 0 and 1.
Unless you make one more Horcrux than yesterday each day, that’s never going to happen. And there’s still the finite, fixed, non-zero chance of the magic widget being destroyed and all of your backups failing simultaneously, or the false vacuum collapsing. Unless you seriously think you can think up completely novel ways to prevent your death at a constantly-accelerating rate, with no duplicates, many of which can avoid hypothetical universe-ending apocalypses.
Unless we find a way to escape the known universe, or discover something similarly munchkinneritorial, we’re all going to die.