 Smith points out that the order of the quantifiers in RNP is crucial. The claim is that for every lottery there exists some probability threshold \(\epsilon\) below which all probabilities should be ignored, but it would be a mistake to think that one and the same \(\epsilon\) is applicable to every lottery. This is important because otherwise we could argue that RNP allows us to combine thousands or millions of separate events with a probability of less than \(\epsilon.\) It would obviously make little sense to ignore, say, half a million one-in-a-million events. By keeping in mind that that the appropriate \(\epsilon\) may vary from case to case this worry can be dismissed.