Quote:
Originally Posted by bcbrown
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I tried, man.
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He keeps dodging the question.
He got really close though!
Quote:
Originally Posted by bcbrown
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The Central Limit Theorem is a very important theorem in statistics. It says this: if you sample a distribution, the mean of that sample is is a normal distribution.
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https://www.albany.edu/~jr853689/Cen...remForDice.htm
At 1 PPM you will get 1 proc per minute on average, assuming an infinite number of weapon swings.
You can convert the sides of the dice to DoT Damages across ticks:
[Roll 1 = 40 damage, Roll 2 = 64, Roll 3 = 88, Roll 4 = 112, Roll 5 = 136, Roll 6 = 160]
Basically you are most likely to roll a 3.5, which means rolling a 3 or a 4. [88 + 112] / 2 = 100 / 36 seconds = 2.77 DPS on average.
This is what I am doing for all of the DPS calculations in my JBB example. Bcbrown is trying to use a Binomial Distribution specifically for procs because he wants to lower the DPS of the weapon proc to strengthen his argument.