Here's a logic/math thing that I read today that sort of blew my mind (but that others may know because i guess it's a pretty commonly shared problem): If a rope is tied taut around a basketball and you were asked to extend the "orbit" of the rope around the ball by 1 foot (from 0), you have to add 6.28 feet to the existing rope. If a gigantic rope was tied taut around the entire earth at its equator, how many feet of rope would you have to add to extend that rope's orbit 1 foot in all directions? Spoiler 6.28 feet.
For simplicity, leap years, twins, selection bias, and seasonal and weekly variations in birth rates[4] are generally disregarded, Being born a leap year I guess I screw up the calculation
There are a few videos that I’ll never not laugh at no matter how many times I see them. That’s one, along with: and https://m.youtube.com/shorts/OjZqBz9KW5o