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You calculate composite EV and composite variance/SD before doing the RoR calculation using the entire team bank.
An example: uses cvcx to get rounds/ev/SD for each player. I arbitrarily used various games and individual bank amounts, but as you can see adding them together will not get the correct answer.
|
Player 1 |
Player 2 |
Player 3 |
Player 4 |
Player 5 |
Team Total |
Rounds |
5,000 |
2,600 |
1,500 |
500 |
856 |
|
EV |
343 |
303 |
158 |
1,165 |
7,963 |
9,932 |
Standard Deviation |
905.93 |
918.97 |
634.26 |
3,277.77 |
17,141.94 |
17,512 |
Variance |
820,709 |
844,506 |
402,286 |
10,743,776 |
293,846,107 |
306,657,384 |
|
|
|
|
|
|
|
Player/Team Bankrolls |
1,000 |
2,500 |
3,000 |
5,000 |
10,000 |
21,500 |
|
|
|
|
|
|
|
RoR |
41.5% |
15.5% |
9.0% |
32.2% |
55.6% |
20.6% |
If each player plays on his own bankroll the he will have the indicated RoR, playing together they will have the team RoR
Last edited by Stealth; 07-21-2018 at 05:43 PM.
Luck is nothing more than probability taken personally!
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