Assume a flat distribution from 0 to 10000 and it's $150 a year, or about a lottery ticket and a half per week at $2 a ticket. Not too unreasonable. But on the other hand, you've got to figure lottery spending's unevenly distributed, probably following something along the lines of the 80/20 rule, and that brings us back to a ticket a day or higher.
It still break my formerly favourite analogy, movie tickets -- I don't think the average household making <$10k/year spends $150/year on movie tickets. (Some such households probably do, but I strongly doubt the average one does.)
Another month, another rationality quotes thread. The rules are: