These are the percentages to win and lose a hand in Black Jack.
How much is the house edge, when the chance to win a hand is 42% and the chance to lose a hand is 49%?
How much is the house edge, when the chance to win a hand is 42% and the chance to lose a hand is 49%?
So you "2" clowns are riding on the 99.5% shit and once you get exposed for writing it it was just a misunderstanding, haha. Yeah right.
Yes. I informed you that when the advertised house edge is 0,5% you statistically get 99,5% of each bet amount back and you hallicunated that the chance to win a bet is 99,5%, which does not exist in rthe real world.
Nevertheless and even though I edited to the 49,75% chance of winning a bet, you are still not able to understand basic math or what house edge means!
I said that the chance of winning is 99,5%, means from every bet amount placed you statistically get 99,5% back.
I did not say that the chance to win a bet is 99,5% and a 99,5% chance to win a bet would be a 49,5% player edge, opposed to the advertised 0,5% house edge!
Only a sickhead is able to hallucinate that I said the percentage to win a bet is 99,5%!
I did not say that the chance to win a bet is 99,5% and a 99,5% chance to win a bet would be a 49,5% player edge, opposed to the advertised 0,5% house edge!
Only a sickhead is able to hallucinate that I said the percentage to win a bet is 99,5%!
Anyway, I give you the EASIEST example of how house edge % doesn't mean it's the same winning %.
Look at sport, betting on handicap +/-. Both results have a winning chance of 50% because it's either for example +3.5 points or -3.5 points, there is no other result possible.
Still guess what, you will not get 2.0 in odds, not even close. Many sites give you 1.85 for both results. You bet 100$, you get 185, even though it's 50/50 and you "should" get almost 200$. Guess, why! House edge!
Look at sport, betting on handicap +/-. Both results have a winning chance of 50% because it's either for example +3.5 points or -3.5 points, there is no other result possible.
Still guess what, you will not get 2.0 in odds, not even close. Many sites give you 1.85 for both results. You bet 100$, you get 185, even though it's 50/50 and you "should" get almost 200$. Guess, why! House edge!
So you say the advertised 0,5% house edge Stake's in-house Black is not what I will experience, because sport betting has odds?
It doesn't matter what the winning percentage is, it has nothing to do with house edge, absolutely NOTHING.
The house edge determines the chance of winning!
If the house edge is 0,5%, then I will statistically lose 0,5% of each bet amount and after 201 bets I statistically will have lost 1 bet.
If the house edge is 5%, then I will statistically lose 5% of each bet amount and after 21 bets I statistically will have lost 1 bet.
House edge is just a number that determines how much the casino would earn OVER TIME even if you win 50% of your WAGER How hard is that to understand and WHY are you so stubborn?
If the house edge determines how much the casino will earn OVER TIME, then at the same time it determines how much a player will lose OVER TIME, right?
And the determination of how much a player will lose OVER TIME is the determination of his winning chance!
You continuously say that the chance to win a hand is 42% and the chance to lose a hand is 49%, but you are not able to say what it means?
Someone who is not able to say what the percentages to win and lose a hand at Black Jack means, is also not able to explain how house edge works!
Someone who says that the house edge has nothing to do with the chance of winning, while the house edge determines the chance of winning, is also not able to explain how house edge works!
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So, I disagree with your arguments because you don't listen. Not about the winning %, not about the house edge.
The part you did not get until today is that these are not my arguments!
The 0,5% house edge is advertised by Stake and the technically maximal deviation is determined by the law of great numbers!
You are so wrong with your numbers and just blend out every argument.
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Your claim that the house edge has noting to do with the chance of winning is an argument or is it hallucinated nonsense?
Should I blend out your hallucinated nonsense or should I engage you as my legal adviser?
Think for ONCE what house edge actually is and then think again.
I am still waiting for your calculations?
How much is the house edge when the percentage to win a Black Jack hand is 42% and to lose a Black Jack hand is 49%
When the advertised house edge is 0,5% and I made 100 bets, how many bets will I have lost statistically?
But I disagree with your calculations and the way you present yourself in here to the fullest because it's straight up wrong.
I am still waiting for your calculations?
How much is the house edge when the percentage to win a Black Jack hand is 42% and to lose a Black Jack hand is 49%
When the advertised house edge is 0,5% and I made 100 bets, how many bets will I have lost statistically?