On fair countable lotteries

Two reverse supertasks-one new and one invented by P,rez Laraudogoitia (Philos Stud 168:619-628, 2014)-are discussed. Contra Kerkvliet (Log Anal, 2016) and P,rez Laraudogoitia, it is argued that these supertasks cannot be used to conduct fair infinite lotteries, i.e., lotteries on the set of natural numbers with a uniform probability distribution. The new supertask involves an infinity of gods who collectively select a natural number by each removing one ball from a collection of initially infinitely many balls in a reverse omega-sequence of actions.