#largest exp(w) dominates such that ratio over the sums of exp(w) and exp(max(w)) is approx. #exp(w) differs by 8000 orders of magnitude for largest and smallest number w = Below is a script performing the sum with extended precision in mpmath: the ratio of the sum of exponentials and exp(18924.7087966) is basically 1. 1 Answer Sorted by: 2 No As of Generation 6, the Exp Share doesn't affect the amount of experience received by Pokmon who participated in the battle - they receive the same amount of experience either way. The bonuses are all percentage based, so you'll get far greater returns on your rested xp if you use it on one of your main classes. As a matter of fact, exp(18924.7087966) is so huge, that it dominates the sum. But no, its not worth using rested xp on level 1 classes. double precision) has 'only' 15 digits of precision (meaning 1+1e-16 is numerically equal to 1), such that adding the small numbers to the huge exponential of the largest number has no effect. Source: Brilliant Stars FAQ TPCi Rules Team ().
The exponential of the largest and most negative numbers in w differ by 8000 (!) orders of magnitude. Yes, since it is an attack effect, moving that Pokemon to the Bench removes it. Youre more likely to experience side effects if you take products containing. Only significantly extended or arbitrary precision packages will be able to handle the huge differences in numbers. An ECA stack is a combination of ephedrine, caffeine, and aspirin tablets.
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