 To help understand how the third condition differs in the two definitions—i.e., the modal condition (chancy luck) and the uncommon instantiation condition (non-chancy luck)—lets consider some examples. A paradigmatic example of a chancy lucky event is Louis’s winning the lottery. This is because (i) he lacks direct control over winning the lottery since there is no basic action that he can perform to bring it about, (ii) the event of his winning the lottery is also at least minimally significant, and (iii)—the modal condition—in most close possible worlds with a small divergence from the actual world, Louis does not win. On the other hand, Elaini may be non-chancy lucky for being a genius with a high IQ in comparison with her peers (Hartman 2017: 44–46). This is because (i) Elaini lacks direct control over being a genius, (ii) it is significant for her, and (iii)—the uncommon instantiation condition—being a genius is not commonly instantiated in that reference group (assuming, of course, that most of her actual peers are not geniuses).