The unbearable lightness of the cardinality of any infinite ordinal number

creating and destroying; built flying cars & autonomous vehicles, now building /faust, more here: /july, web: july.rocks

Now I want a trolley problem with two switches and four tracks whose answer depends both on your deontological—consequentialist stance and on whether or not you accept the continuum hypothesis.

What if we consider the switches are actually a wave/particle trolley going through a double slit, simultaneously passing through both slits, opening the possibility to not just a discrete outcome - acceptance / rejection of CH as an additional axiom in set theory, but continuous one - accommodating more nuanced takes

For example, like seeing continuum hypothesis as independent of the standard set theory, or undiscovered alternative set theories, or 
just acceptance, or rejection, etc - you just don't know which one it's going to choose as the wave/particle trolley simultaneously passes through both slits and interferes with itself