Editing Combat Basics
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Calculating how many armies will be killed can be done with the [http://en.wikipedia.org/wiki/Binomial_probability binomial probability] formula. If we run this formula on 100 attacking armies, we get a bell curve like this: | Calculating how many armies will be killed can be done with the [http://en.wikipedia.org/wiki/Binomial_probability binomial probability] formula. If we run this formula on 100 attacking armies, we get a bell curve like this: | ||
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We can see that the most likely number of armies that will be killed by 100 attacking armies is 60, which will happen about 8% of the time. The standard deviation is approximately 4.3465 armies. The number killed will thus be between 55 and 65 armies 75% of the time. | We can see that the most likely number of armies that will be killed by 100 attacking armies is 60, which will happen about 8% of the time. The standard deviation is approximately 4.3465 armies. The number killed will thus be between 55 and 65 armies 75% of the time. |