Final Table Deal ideas...

markc

Hi all, Just wondering for opinions on the following scenario. Final table of a EUR20 rebuy tournament. Blinds at 3000-6000. 4 players remaining with approx stack sizes as follows:

1. 120,000 chips
2. 100,000 chips
3. 40,000
4. 35,000

Approx Payouts:

1. 900
2. 650
3. 420
4. 350

Leave aside whether or not it is a good idea to propose a deal in this situation or not. Assume players were amenable to a deal - what do people think would be fair payout? Is there any standard metric that is used?

aya14

markc wrote: »

Hi all, Just wondering for opinions on the following scenario. Final table of a EUR20 rebuy tournament. Blinds at 3000-6000. 4 players remaining with approx stack sizes as follows:

1. 120,000 chips
2. 100,000 chips
3. 40,000
4. 35,000

Approx Payouts:

1. 900
2. 650
3. 420
4. 350

Leave aside whether or not it is a good idea to propose a deal in this situation or not. Assume players were amenable to a deal - what do people think would be fair payout? Is there any standard metric that is used?

I've no idea why the 2 big stacks would deal here.
120k is about 40% of the chips in play and 100k is 33%.
Chip leader shouldn't deal for lesss than 850 utterley pointless.

RichardB2

The total prizepool is $2,320.

Since each player is guaranteed $350 for 4th place
subtract $1,400 (350x4) from the total
leaving $920 to be divided up in proportion to chip counts.

That $920 gives an additional 375, 310, 125 & 110 to the stacks in order of size.
You get these figures by dividing the amount to be split up (920) by the number of chips in play (295k)
and multiplying the result (3.12) by each stack individually.

Adding the extras to the base prize of would award prize money of
$725, $660, $475 & $460 to the players.

Don't forget to tip the dealers

Irish Iron

Using the chop spreadsheet on pxf gives the exact results richardb2 posted, give or take a few cent, from chip equity.
From an icm view its the short stacks who are losing equity if a deal is done the other way.
$685.50
$651.90
$499.80
$482.60

gman127

Blind Omaha..... winner take all...:D