Tax Lien certificates. Basically, you're giving an extension to someone who is delinquent on their property taxes, and ensuring that the local government, who probably very much needs predictable funds, collects them in a timely manner.
Some of these are cheap, in the hundred dollar range, which makes it easier to get started even if you don't have a lot of money to invest. Terms and availability depend on the area you buy them from. Interest rates can be very high, around 20% in some areas. In some cases (likely foreclosures), you can have a good chance of becoming the owner (or part owner) of the property, which can be massively profitable (but also a hassle).
On the other hand, some property is not that valuable, so you need to do some research. The lack of secondary markets for these makes them rather hard to sell early. And if you don't live in an area that offers good terms, you may have to travel to find the good deals, which is an expense. Some counties do offer auctions online, but you'd still need to do some research on the property.
Two reasons why I think reducing exposure during market volatility is a good idea.
First, volatility is predictable. (I don't think this fact violates the EMH, so it should be uncontroversial.) Future volatility is highly correlated with recent volatility.
Second, the Kelly strategy is optimal. More exposure only helps to a point, and after that increasing leverage actually reduces gains. The right amount depends on the future payoff distribution and the size of the current bankroll.
Given those two points, Kelly implies that if your bankroll just shrunk due to a losing bet, the previous amount of exposure you calculated is now too high, and you would need reduce your exposure to maintain the target fraction even if the payoff distribution didn't change. But we also know that the variance of the future payoff distribution is higher than what we calculated before, because volatility is somewhat predictable, and it just got higher, which suggests that you should reduce exposure even further.