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>> No.6910622 [View]
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>>6910618

>> No.6905817 [View]
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>>6905803
>>6905803

>> No.6317121 [View]
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>>6316929

Get your shit straight. Stochastic does not work that way.
Calculating the expected value of the dispelling of Hourai elixir in an environment where the probability is the same at any time is a Bernoulli-experiment with n stages.
So the expected value μ = E(X) = n * p
With n being the number of tries and p the probability of it to happen.
Inserting ∞ will make μ > 1, given p ≠ 0

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