Re: Lowest beatable limit?
Ok, I couldn't get any response from the micro forum, so I took a look at Party's rake structure instead. From that, I'm going to assume a $0.50 rake per hand you win. This would mean that 5 BB/100 at a 7% hand winning rate translates to ~8-9 BB/100 unraked. This would imply that it's possible to beat the rake.
Of course, each assumption I made in the calculation has some possible degree of error associated with it. If I erred on the plus side, then the actual number may be too low to be beatable. If I erred on the minus side, then the 2/4 game is definitely beatable, as well as quite profitable.
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