Another potential precise response would be to suggest that there is weight of evidence for \(H\) if many propositions that are evidence for \(H\) are fully believed, or if there is a chance proposition (about \(H\)) that is near to fully believed. This is in contrast to cases of mere balance where few propositions that are evidence for \(H\) are fully believed, or where probability is spread out over a number of chance hypotheses. The same comments made above about resiliency apply here: such distinctions can be made, but this doesn’t get us to a theory that can rationalise ambiguity aversion.