Distribution of levels in ecountry: Gaussian distribution.
Day 2,130, 14:02
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Published in United Kingdom 
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by
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by Alphabethis
The data:
http://easycalculation.com/statistics/normal-distribution.php
Mean (m) : 21 SD (σ) : 16
Below :
Above : 70
Between : and
Results:
Normal Distribution: 0.0011
Interpretation:
I do think population, economy ,... in erep follows a Gaussian distribution(aka Normal distribution). That implies that, for example, if our mean level is 21 (nationwide eUK), and we take a standard deviation of 16, we got that 0.0011 of our population is above level 70, that is, 0.0011 *2000 =2.2.
I think it's a fair approach and it can be translated to others e-nations.
http://easycalculation.com/statistics/normal-distribution.php
Mean (m) : 21 SD (σ) : 16
Below :
Above : 70
Between : and
Results:
Normal Distribution: 0.0011
Interpretation:
I do think population, economy ,... in erep follows a Gaussian distribution(aka Normal distribution). That implies that, for example, if our mean level is 21 (nationwide eUK), and we take a standard deviation of 16, we got that 0.0011 of our population is above level 70, that is, 0.0011 *2000 =2.2.
I think it's a fair approach and it can be translated to others e-nations.
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you may use avie's data in egov to do a proper distribution of lvl in all countries
btw, the distribution of levels is not normal at all...
the people themself are not normal too
avie only counts fighters, why do you say it's not normal ? yes it is, it's a gauss bell, with the mass of players centered around the mean 21 and then a bit of level 60+ and the same amount of level 10+ or less.
(nah. avie counts all live citizens)
well, because there's a minimum: level 1.
it can't be a normal distribution.
It's definitely not a normal distribution.
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Collect the data, draw a histogram, perform some normality tests and you'll have a proof. I'm too lazy to do that, especially that I already know the answer.