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It does illustrate a special case of the CLT, in the sense that as the number of bins increases, the distribution (the mean of a bunch of +1/-1 Bernoulli random
by teraflop 13y ago
It does illustrate a special case of the CLT, in the sense that as the number of bins increases, the distribution (the mean of a bunch of +1/-1 Bernoulli random variables) converges to a normal distribution.
- dnautics 13y agoyes but the number of bins isn't increasing. EDIT: nm, I saw where you can increase the bins.