 Finally, Bartha 2012 models one’s probability assignments to various theistic hypotheses as evolving over time according to a ‘deliberational dynamics’ somewhat analogous to the dynamics of evolution by natural selection. So understood, Pascal’s Wager is not a single decision, but rather a sequence of decisions in which one’s probabilities update sequentially in proportion to how choiceworthy each God appeared to be in the previous round. (This relies on a sophisticated handling of infinite utilities in terms of utility ratios given in his 2007; see below.) He argues that a given probability assignment is choiceworthy only if it is an equilibrium of this deliberational dynamics. He shows that certain assignments are choiceworthy by this criterion, thus providing a kind of vindication of Pascal against the many Gods objection.