[chills]

I think if I was not aware of the Monty Hall problem and I ran that simulation, I'd assume there was a bug in my code.

[AmericanChopper]

The trick to understanding the Monty Hall problem isn’t to run it 1000 times, it’s to imagine it with 1000 doors. Thinking about the problem with an arbitrarily large number of doors make the solution intuitively obvious. No code required.

[mcprwklzpq]

This trick did not help me. Intuition told me in the end i have to choose between 2 doors and the chance of winning is 1/2. And it is if i choose in the end at random. This is what made the question confusing for me.

[theelous3]

Yes! This was how I first figured out how to understand it, and how I explain it to anyone if it comes up. It's immediately obvious with a large number of doors.

[jonsen]

I pick 333 doors, and Monty opens 333 doors?