Smelly
06-23-2006, 03:01 PM
X-post from probability, figure it applies better here:
Hey guys,
I'm wondering how I can calculate the risk of busting at each online casino and also what the standard deviations are.
I know that you have to use the house advantage %, bonus amount, bet size and wagering requirement to come up with the risk of ruin. I'm just not sure how to do it.
Any help would be appreciated, or maybe an example would work better.
Assume that you have to wager $8800 to clear a $200 bonus and the casino's advantage is 0.53%.
So the EV for this bonus is $153.36. How do I calculate risk of ruin and the standard deviations for one sigma, two sigma, etc at different bet sizes ranging from $1 all the way up? If I could see one example I could probably understand it.
Thanks.
And in case you guys don't understand what I'm asking, here's an example of what I want:
site (http://www.bonusbug.com/cgi-bin/yabb/YaBB.cgi?board=casino;action=display;num=110973350 3)
" In the above example for StarLuck if you bet the minimum of $1 there is less than a 0.01% chance that you will lose all your money before you wager $1,600. It’s virtually impossible to bust out if you bet the minimum. If you bet $2 on each hand, there is about a 0.5% chance you’ll bust out. Betting $3 a hand creates about a 2% chance of busting out. Betting $5 a hand is about 4%."
" If you bet $2 a hand, your standard deviation is $65.00. So 65% of the time you’ll show a profit of between $25 and $155.
If you bet $3 a hand, 65% of the time you’ll show a profit of between $10 and $170.
If you bet $5 a hand, 65% of the time you’ll show a profit of between -$6 and $186."
Hey guys,
I'm wondering how I can calculate the risk of busting at each online casino and also what the standard deviations are.
I know that you have to use the house advantage %, bonus amount, bet size and wagering requirement to come up with the risk of ruin. I'm just not sure how to do it.
Any help would be appreciated, or maybe an example would work better.
Assume that you have to wager $8800 to clear a $200 bonus and the casino's advantage is 0.53%.
So the EV for this bonus is $153.36. How do I calculate risk of ruin and the standard deviations for one sigma, two sigma, etc at different bet sizes ranging from $1 all the way up? If I could see one example I could probably understand it.
Thanks.
And in case you guys don't understand what I'm asking, here's an example of what I want:
site (http://www.bonusbug.com/cgi-bin/yabb/YaBB.cgi?board=casino;action=display;num=110973350 3)
" In the above example for StarLuck if you bet the minimum of $1 there is less than a 0.01% chance that you will lose all your money before you wager $1,600. It’s virtually impossible to bust out if you bet the minimum. If you bet $2 on each hand, there is about a 0.5% chance you’ll bust out. Betting $3 a hand creates about a 2% chance of busting out. Betting $5 a hand is about 4%."
" If you bet $2 a hand, your standard deviation is $65.00. So 65% of the time you’ll show a profit of between $25 and $155.
If you bet $3 a hand, 65% of the time you’ll show a profit of between $10 and $170.
If you bet $5 a hand, 65% of the time you’ll show a profit of between -$6 and $186."