That math assumes a flat distribution of popping times, which I suspect is incorrect.
Listening to a bag of microwave popcorn, it starts off slow, gets more rapid, and then tapers off again, implying that kernels are more likely to pop near the average time, which makes it somewhat more likely for two kernels to pop simultaneously.
But yeah, whole bag at once is probably still basically zero. Unless you use one of these, of course.
Agreed! I admit I made a few sweeping simplifications to shoehorn this into a discrete math problem.
That math assumes a flat distribution of popping times, which I suspect is incorrect.
Listening to a bag of microwave popcorn, it starts off slow, gets more rapid, and then tapers off again, implying that kernels are more likely to pop near the average time, which makes it somewhat more likely for two kernels to pop simultaneously.
But yeah, whole bag at once is probably still basically zero. Unless you use one of these, of course.
Agreed! I admit I made a few sweeping simplifications to shoehorn this into a discrete math problem.
Assume a frictionless spherical microwave.
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Here is an alternative Piped link(s):
one of these
Piped is a privacy-respecting open-source alternative frontend to YouTube.
I'm open-source; check me out at GitHub.