Quote:
Originally Posted by Sn8wman
so 326 ppl left, first you take out and give all 326 players their 109$ buyin back, that is 32,600$ taken out of the prize pool, so subtract that out and then it's an ICM chop after that I believe
Lets do the math on your scenario.
2,100 entrants. $210,000 prize pool. Subtract $32,600 to account for the $100 refunds (I'll add the $100 refund to my total later). That leaves $177,400 to divvy up.
Based on 2,100 entrants; I had 214,494 of 52,500,000 chips so 0.0040856% of the remaining $177,400. So, $724.78. Let's not forget that $100 to bring the total to $824.78.
If it was only 2,000 entrants the math works out similar. $200,000 prize pool. Subtract $32,600 for the 326 $100 refunds. Leaves $167,400 to divvy up. In this scenario I would have 214,494 of the 50,000,000 chips so 0.00428988% of the remaining $167,400 which would total $718.12. Add the $100 refund to bring the total to $818.12
I would LOVE to see the math that gets me exactly $709.00. That number is damn near impossible to reach with an odd number of chips. They completely pulled that $709 number out of their azz.