
The Continuum Trolley Problem
A trolley is on a single track. A lever controls the percentage of the track at which the trolley will stop (from 0% to 100%). At the end of the track, at 100%, a conscious human is attached. At the beginning of the track, at 0%, nothing is attached. At each percentage point (1%, 2%, 3%, and so on up to 99%), there is a machine. Each machine is identical to the human to a degree equal to its position on the track. For example, at 38% of the track, the machine is identical to the human to the extent of 38%. Inside the trolley, there is also a conscious human. The human inside the trolley will die unless you stop the trolley at the exact percentage where all of the unconscious machines have been destroyed while all of the conscious beings remain safe. The lever's default position is 100%. At what percentage do you set the lever?