Okay, so what’s the point of “proving” that there some “infinities” are “bigger” than others? What’s the practical application here? Because an infinite hotel with an infinite number of guests is physically impossible, so I don’t see the point.

like the infinite monkeys with typewritters, universal limits to the rescue. Trolley's are slow. Each bump makes them slower. Some of the people in the discrete line will have long lives until an excruciatingly painful death from dehydration.

An infinite amount of people on the track implies that the track is infinitely long. If that is not the case and the track is a normal length then the sudden addition of all that bio-mass in a finite space will cause a gravitational collapse. But will the collapse start on the first track or the second? Either way I hope you saved your game because you might lose your progress.

Hold the lever halfway so the trolley picks both rails at the same time, to ensure highest possible kill comboq

What about a time loop where only one person dies, but infinite times?

either way infinite people die, just not getting involved

fossilesque you’re one of my fav posters

Bottom. Train will stall/derail faster.

I do what I always do: run to the trolley, then jump up and pull the emergency stop because I hate false dilemmas.

It'll make it through maybe 3 infinities before derailing. Go bottom, end it faster.

I take the square root of all the negative real numbers and kill in an entirely new dimension.

Multilane drifting!

Like everything else in this holographic universe we live in, I’d just close my eyes and believe the bodies I’m trampling are imaginary.

I remember seeing a science show on PBS where the presenter explained how there are different infinities by using set theory and the integers/reals. That was mind-blowing at the time.