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#1
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[ QUOTE ]
I was looking at everyones graphs about a week ago showing excellent win rates at .5/1 and then showing roller coaster rides at 1/2. Then hearing everyone say how 2/4 is actually easier than 1/2 and it made me think about the rake schedule. So I decided to run a quick report looking at rake as percentage of pot and found that the worst rake seems to be at 1/2. Here's some stats from various sites... .5/1 Paradise - 2.3% Pokerstars - 2.0% Party - 3.8% Absolute - 2.5% 1/2 Paradise - 3.1% Pokerstars - 2.9% Party - 4.2% Absolute - 2.3% [/ QUOTE ] This doesn't accurately account for the struggles players have. The worst proportional increase seems to be at Pokerstars at just under a 50% increase in rake. It sounds scary, but when you realize that .9% of the pot is really only pennies per pot, you need to look for other reasons to account for the roller coaster. |
#2
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[ QUOTE ]
[ QUOTE ] I was looking at everyones graphs about a week ago showing excellent win rates at .5/1 and then showing roller coaster rides at 1/2. Then hearing everyone say how 2/4 is actually easier than 1/2 and it made me think about the rake schedule. So I decided to run a quick report looking at rake as percentage of pot and found that the worst rake seems to be at 1/2. Here's some stats from various sites... .5/1 Paradise - 2.3% Pokerstars - 2.0% Party - 3.8% Absolute - 2.5% 1/2 Paradise - 3.1% Pokerstars - 2.9% Party - 4.2% Absolute - 2.3% [/ QUOTE ] This doesn't accurately account for the struggles players have. The worst proportional increase seems to be at Pokerstars at just under a 50% increase in rake. It sounds scary, but when you realize that .9% of the pot is really only pennies per pot, you need to look for other reasons to account for the roller coaster. [/ QUOTE ] 0.05 per pot is $5 per 100, or 1/4 BB per player per 100 hands... quite a bit of money over the long term. In a great game, this isn't a big deal, but in a tough game, this could actually kill the game. |
#3
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[ QUOTE ]
0.05 per pot is $5 per 100, or 1/4 BB per player per 100 hands... quite a bit of money over the long term. [/ QUOTE ] I'm not saying it's not a lot of money over time. I'm arguing that this increase in rake does not account for why players are struggling to beat $1/2 and why they have such large swings. [ QUOTE ] In a great game, this isn't a big deal, but in a tough game, this could actually kill the game. [/ QUOTE ] I seriously doubt there are $1/2 games tough enough that the rake will kill it. Let me rephrase my position a little. If everything else were precisely equal, players making 3 BB/100 at $.50/1 would make 2.75 BB/100 at $1/2. But since things are not precisely equal, players making 3 BB/100 at $.50/1 are struggling to make 1 BB/100 at $1/2. The rake alone does *NOT* account for this deviation. There must be other problems (such as the inability to adjust to game conditions, ie when the game gets a little tight). |
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