• 4 Posts
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Joined 1 year ago
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Cake day: June 20th, 2023

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  • I would argue that the people who showed up to vote is a perfectly random selection of people who would have shown up to vote if you extrapolate the numbers out under identical circumstances for each city town district state, etc , I would also concede that the sheer increase in voters would affect who votes, I would not how ever say this alters my conclusion because there is no way to know what way it would alter them making it another random variable.



  • It is obviously true with a 500/1 trillion ratio, but a 100/100,000 is a big difference and that is just the random number I chose the actual ratio is closer to 88/334 (88 million people who didn’t vote. 334 million population)

    The 500/1 Trillion in the central limit theorem is the absolutely most optimistic exaggeration to prove a point, but it maintains true to a lesser effect when some variation is introduced.




  • Statistically it doesn’t matter The central limit theorem, would allow for a sample size as small as 500 people randomly distributed to be an accurate representation of a group of trillions, it is a bit more complicated than that since the us is not random but carefully crafted districts, but as long as 50-100 people voted is each district or even the majority of districts then adding more people is just redundant.