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How 8 tabling is more profitable in TLR than 4 tabling.
I've been doing some thinking on how the winrates between 8 tabling and 4 tabling differ. I believe this makes some sense. Keep in mind I'm no math major.
Say you could kill the LHE game 4 tabling, that would include finding the perfect table selection and seat selection, while also playing perfect. I will use 3/6 as an example, with no rakeback and no bonuses, although these would come into the equation later. So, your winrate is a function of Cards, Your Play, Table Selection, Seat Selection. Otherwise seen as f(C, P, T, S), whereas if one of these variables increase, so does your winrate. You also cannot control the cards you get, thus, C is a variable we cant change.
So, consider that P, T, and S are all perfect, then by killing a LHE game you 'could' potentially make 4 BB/100 over 40k hands, would net you approx. $9600 but you'd have to play 167 hours that month to do so, making your hourly winrate around $57/hour. Not too bad. However, even the best LHE player does not play this perfect, whether this is because we don't know the most optimal seat selection or table selection, or we just don't play 100% perfect over that many hands consistently. So, your winrate could be around 3 bb/100 and you still can't complain.
What happens as you increase tables?
Theoretically, if you could maintain T, S and P to be the best, you would have the same winrate and thus increase your hourly winrate by the number of tables. This is rather impossible. As you increase the number of tables played, P will undoubtedly decrease as you are forced to make more decisions in the same amount of time, while the quality of the reads you have also decreases. T will decrease as you must spend less time finding better tables and still keep up the increased number of tables. Finding good tables become increasingly difficult the more decisions you have to make in that amount of time. And, not suprisingly, S will also decrease as T decreases.
How much these variables decrease is dependant on yourself. If you could stil play 100% optimally, then this is one variable you don't have to worry about and could be accomplished with enough practice. T and S, on the otherhand must still suffer. Critics argue that T and S are important to maximizing your winrate, and I agree. But at some point the pure value of getting as many hands in as possible counterfeits the added profitability of good table and seat selection, as long as P is as high as possible. Granted, having both good table and seat selection is optimal while still 8 tabling, it just isn't feasible.
In doing the calculations for 8 tabling, we increase our hands from 240 per hour to 480 per hour. I would say the 'best' a person could do is 1.5 BB/100 while 8 tabling (as seen over a few hundred thousand hand sample from 2+2), but, this winrate is at 30/60 and not 3/6 so i imagine it could be as high as 2 bb/100 and I wouldn't be surprised. So, over the same 40k hand month you would actually earn 1/2 the amount, in 1/2 the time and thus, your hourly rate is higher. The hourly rate would go from $57 to $114, and the time it takes to make this would half from 167 hours to 84. Meaning, you could theoretically play the same number of hours per month 4 tabling but make twice the money.
The conclusion could go wrong, however. It depends on how you define your month, most people have a goal of hands per month and how many hours they can play per week (if you dont you should). If you have unlimited hours to play that many hands per month and you are satisfied with that, then by all means continue to use T and S as optimally as possible and continue to 4 table. But, if you are like most people then hours are hard to come by and getting the most hands in during the same time period is the best way to make the most money.
Realistically, its impossible to know your winrates without a large sample size of hands both while 4 tabling and 8 tabling. But, as long as you can 8 tabling more than 1/2 the winrate you can 4 table at, then it is more optimal to 8 table than 4 table. The only way to find this out is to do it for yourself. If you have never tried it, then you can't knock it.
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