Quote:
Originally Posted by MTT_9797
Suppose you were to go all in for $X, and if you win you win $0.33X.
How much of a "skill" discrepancy do you need to make it profitable?
You need to win slightly more than 75% of the time to breakeven.
Quote:
Originally Posted by MTT_9797
Well to put this into practice. A local live tourney is $30 + 10 rake + 5 add-on. If you go all in and win. Your stack is effectively worth $60. If you lose, you lose $45. Risking $45 to win $15!!!
That's not taking into account gas, food, tips, etc
Also, those are not big fields. Usually 20-30 people, paying the bubble boy, 5-way chopping.
Unless it is a winner take all tournament doubling your stack in a tournament does not double the value of your stack. If you win all the chips, you don't win all the money, right? So each additional chip you win must not have the same value as the chips you started with.
EDIT:
Also, this is not 300% rake. It is a $40 buy-in and $10 of that goes to rake. So it is 25% rake. This changes if you include the add-on. If the add on goes to the prize pool, then it is a $45 buy-in and $10 goes to rake, so it is 22.2% rake. If the add-on goes to rake, then it is a $45 buy-in and $15 of that goes to rake, so it is 33.33% rake.
I don't know where you got 300% rake from.
SECOND EDIT:
People may also look at a $30+$10 tournament as being 33.33% rake because $10 is 33.33% of $30. This says the buy-in is $30 plus a 33.33% entrance fee. How I calculated above says it is a $40 buy-in, 25% of which goes to an entrance fee. Both mean the same thing.
Last edited by Lego05; 11-09-2015 at 06:56 PM.