Lifesticks
Dormant account
- Joined
- May 30, 2006
- Location
- Sweden
Hi all,
One of the largest casino has a slot game where you can choose to gamble HI/LO on a number from 1-12 that is randomly generated after each turn.
If you chose to gamble another number will be drawn that cannot be equal to the first number.
After seriously doubting the likelihood that the second number drawn was actually random I decided to contact the casino to ask if this really was the case (the rules for the game does not say anything in a particular to this number). I received an answer that this was the case.
After going through my log and just looking at the times I gambled HI/LO against a number that either was 2,3,10 or 11 (1 and 12 would ofcourse guarantee a HI/LO win) I see that in these situations (64 in total) I lost the gamble 37 times.
Now, to be kind to the casino lets just take the probability of guessing right on the HI/LO of a 3 or a 10 (as opposed to also taking into account the even higher probability of a 2 or 11) i should have a 9/11 chance to win. Evaluating this using a binomial distribution this would have a 0,000000000001798654 chance of happening. Remember, this is not taking into account the increased probability of winning the 2 or 11 gambles.
Due to this Casino being so respectable I reckon that the HI/LO is just a coinflip bet and that they have forgot to state this in the rules, this would certainly be rather deceptive though as a HI/LO gives a very clear picture of something else... Anyhow, as the Casino wont give me an answer I reckon I'd ask you guys. What do you think?
Hope its reasonably clear - english is not my first language... and yes I have my logs if anyone would be interested.
One of the largest casino has a slot game where you can choose to gamble HI/LO on a number from 1-12 that is randomly generated after each turn.
If you chose to gamble another number will be drawn that cannot be equal to the first number.
After seriously doubting the likelihood that the second number drawn was actually random I decided to contact the casino to ask if this really was the case (the rules for the game does not say anything in a particular to this number). I received an answer that this was the case.
After going through my log and just looking at the times I gambled HI/LO against a number that either was 2,3,10 or 11 (1 and 12 would ofcourse guarantee a HI/LO win) I see that in these situations (64 in total) I lost the gamble 37 times.
Now, to be kind to the casino lets just take the probability of guessing right on the HI/LO of a 3 or a 10 (as opposed to also taking into account the even higher probability of a 2 or 11) i should have a 9/11 chance to win. Evaluating this using a binomial distribution this would have a 0,000000000001798654 chance of happening. Remember, this is not taking into account the increased probability of winning the 2 or 11 gambles.
Due to this Casino being so respectable I reckon that the HI/LO is just a coinflip bet and that they have forgot to state this in the rules, this would certainly be rather deceptive though as a HI/LO gives a very clear picture of something else... Anyhow, as the Casino wont give me an answer I reckon I'd ask you guys. What do you think?
Hope its reasonably clear - english is not my first language... and yes I have my logs if anyone would be interested.