philipfromparis said:
Imagine that we were 10 people playing at the same time in the same place during one hour with all 100 USD credits in our casino account. Imagine also that no player has ever come to that place before us. No matter what games we play during this hour but we, the ten people, are happy to play there as weve read previously a report of an audit company who stated that in this place, players can expect a 90% payout. After having played for thirty minutes, I manage to bring my account to an amount of 900 USD (how lucky i am !)and decide to cash-in. You know what it means my friends ! It means that, if no other player join us during this hour, the nine others are to loose their 100 USD and i do not need to be a physician or a seer to give your this certitude ! Effectively, to pay my 900 USD winnings, the casino (or the software used) has to take the money to other players and of course needs to pay itself (900USD for me (or the player), 100 USD for the casino) This is what means a 90% payout rate !
That would give a 90% payout that is true, but it does not mean that the casino must do that. Firstly, nearly all reputable casinos use software that is provided by a third-party vendor. They have little or no control over it, and probably do not have access to the source code.
In your scenario if I won $900, 9 other people would have to lose $100. This does not reflect the realities of actual casinos.
In a real casino, I win $900, the casino does not care. The nature of sampling is that the larger the sample, the less effect individual wins have. Let us discount your fallacious example, and look at the larger sample that a real casino would have. Further, let us imagine that your win was not $900, but $90,000 (by increasing the amount we can show that your suggestion is wrong). Given that online gambling revenues are roughly $90 billion per annum, let us suppose that a given (small) casino has 1/1000 of this as revenue, that is $90 million per year.
Now assuming that that $90 million of revenue is $90 million in deposits, and each deposit is wagered 20 times. That gives total betting of $1.8 billion. Given that the payout is 97%, they are making $54 million in profit, prior to paying their operating costs.
Now tell me why you think that they need to rig things. Every single game in the casino has a built in advantage for the house. Even if you give the players a $90,000 head-start, with sufficient wagering this will become a tiny blip, because we are talking about millions of dollars in wagering.
So the casinos have no need to try and balance wins against losses, becomes the nature of a house edge and a large sample will quickly offset that.
philipfromparis said:
This brings me to this conclusion : thinking youve got one chance out of two to double your stake on the roulette playing red or black is valid in based land casinos but is just an illusion (imagination ) in on line places. Sometimes, this chance will be more than one out of two, sometimes less, depending on how appears the casino balance at a precise time !
Definitely, and the ultimate point to consider when playing online would be for me the number of people frequenting the place and betting with real money. This is the only argument that should be taken into account for me. I saw it in some places, and it is the right way i think ! But please, stop with probabilities , calcultations and so on : the chance of having a RF is not one out of 40000 ? as read here and there. If the casino doesnt have the money to pay it to you at the time you are playing, you will never have it and your chances then are less than zero.
Once again, the majority of gamblers do not seem to understand the activity they are participating in. I wouldn't play tennis if I did not understand the ruls of the game.
If a casino does not have the money they are unlikely to be operating as a casino. They do not write their own software, they are largely governed by what the software manufacturer gives to them. Any casino is likely to have at least $1 million for just this kind of event (somebody betting $50 on 10-play VP and getting a pat Royal Flush), and they will be quite happy to pay it out, because they know that randomness will do its own work, and the casino business model means that a profit over the long term (although not every single day) is guaranteed.
There is no need for online casinos to operate any differently from B&M casinos - both want people to win to sucker the rest of the gamblers in; and they realize what you seem not to, namely that 1 person geting a Royal Flush has no effect on their long-term profits, provided they have sufficient customers and wagering to reduce variance below their expected profit....
Broadly speaking, if casino A has $1m in wagering a day, casino B that has $4m in wagering per day will have four times the expected profit, but only twice the risk in terms of variance (a few people getting lucky). If you feel that the casino is too small and the action they are getting is not enough for them to afford natural variance, DON'T PLAY THERE. But certainly for any casino that has good turnover has NO REASON to operate under anything other than natural randomness, and to sit back and count the money that games designed to take money from the players give them.