 Among the various versions of his wager argument, Pascal employs this Rule in a version which states that no matter how small the probability that God exists, as long as it is a positive, non-zero probability, the expected utility of theistic belief will dominate the expected utility of disbelief. Given the distinction between (A) having reason to think a certain proposition is true, and (B) having reason to induce belief in that proposition, taking steps to generate belief in a certain proposition may be the rational thing to do, even if that proposition lacks sufficient evidential support. The benefits of believing a proposition can rationally take precedence over the evidential strength enjoyed by a contrary proposition; and so, given an infinite expected utility, Pascal’s Wager contends that forming the belief that God exists is the rational thing to do, no matter how small the likelihood that God exists.