Hello. Where can I find out how many times I will lose 2, 3, 4, 5, 6, 7, 8, 9, 10,11,12,13,14,15 hands in a row per 10,000 hands, and per 100,000 hands?
I have scoured the web looking for this info, and I'm at a loss.
I would GREATLY appreciate any help.
You can also get the streak percentages for various games (number of decks, rules, etc.) here:
(Dead link: http://www.bjstats.com/bjsc.asp)
In the "Table" pulldown menu select "Streaks - Hands In A Row"
-Sonny-
How do I find out how many total hands were played in this sim? That way, I will know how often you will get a streak of x per 10,000 hands, 100,000 hands, ect...
Awesome, Sonny. That's EXACTLY what I was looking for.
Just wondering what u plan to do with the information? Design a betting system?
No need to reply if it's private.
You can use the percentages for that. They will tell you the number of hands won/lost per hundred. Just multiply them by 100 to get the number of hands per 10,000 or by 1,000 to get the number of hands per 100,000.
-Sonny-
Am I missing something here. If you win any of the 6th - 15th hands you will be even. If you lose the 15th hand you will be down $25,600. Most times, of course, you will be even.
I know I sent you an PM in response to your sending me one, and stated that there have been several times where I have lost over 20 hands in a row and loses of 10 or more are just not that rare.
I also can not see where you will be picking up profits of more than $5 at a time while subjecting yourself to a progression that might cause you to find a table that will accept a $12,800 bet just to break even.
ihate17
Here's my progressive betting strategy that I am trying to calculate-
you are effectively shifting the win/loss ratio into a state where you will win more hands than you lose.
Ok, so I think that I have it figured out. Out of every 100,000 hands played by this sim, there were-
LOSING STREAKS
10,544 streaks of 1
5,572 streaks of 2
2,954 streaks of 3
1,568 streaks of 4
832 streaks of 5
441 streaks of 6
234 streaks of 7
124 streaks of 8
66 streaks of 9
35 streaks of 10
19 streaks of 11
10 streaks of 12
5 streaks of 13
3 streaks of 14
Is that correct? It seems like there should be a lot more of the higher # losing streaks?
If you can provide some exact rules, I can simulate this very easily.
Example:
Start with $50,000 and play until win $300. Leave (like leaving this actually matters, especially for a CSM!)
ps. lets assume its a coin toss game. chance of 14 losses in a row is 0.5^14 = 0.00006103515625, or 1 in 16384. You are playing 100,000-13= 99987 times. So you expect it to occur 99987/16384 = 6.1 times.
I admire people like D.G who investigate things themselves. And it is the best way to learn, however in this case he should not be encourged as he is just wasting his time and ultimately time is life.
The sad fact here is that people like him just are not going to accept the fact that NO progression can win. This is mathematical FACT. It has been proven by mathematical formula thats cover EVERY possible progression. Many people do not understand how this can be so. But if you think about any progression is just a certain bet sized based on past outcomes, so a formula that covers every possible outcome and every possible bet size for any length of play from 0 to infinity does infact cover every possible progression that can occur, and the result is that they ALL fail.
The fact that he is looking for how often a streak occurs in 100,000 hands just show how his approach is completely wrong and extremely amature. If you can't calculate the probability of 14 losses in a row occurring in 100,000 hands, then you won't be able to understand the mathematical proofs that prove no possible progression can win, and this is sad point of this. How many people and how many years have we seen people come and go doing the same thing trying to figure out a progression 'that works'.
ps. lets assume its a coin toss game. chance of 14 losses in a row is 0.5^14 = 0.00006103515625, or 1 in 16384. You are playing 100,000-13= 99987 times. So you expect it to occur 99987/16384 = 6.1 times.
I suspect the reason your sim seemed to show less losses is simply because of two reasons, either you are incorrectly counting a push as the end of a loosing streak (a loosing streak does not end until a win occurs). Or because quite simply we have not calculated the variance. The variance here is quite likely extremely high. To get a real accurate number you would have to run the 100,000 hand simulation 100,000 times...
I devised a spreadsheet that would run 10,000 hands at a time, trying all sorts of modifications. You simply cannot outrun the odds. This hands-on experiment showed you simply book loser after loser in the long haul. It is a hopeless pursuit, a pipe dream.
Try flat-betting $1/hand for 10000 hands with a $1000 bankroll.
Maybe u lose $43.
Now flat-bet a $43 unit until u are at least one unit ahead and your profit is now zero (or a little more like 1.5 units or 2 units if u happened to wi a BJ or double, etc.)
Then play another 10000 hands. And that's an aggressive scheme for for beating the HA.
How many hands did u last?
Even if u flat-bet $1, you'd probably still be ahead in actual dollars (let alone only exceeding the HA) after 10000 hands almost 2/3 of the time (depending on the rules, etc.)
In other words, while of course u can never beat the house advantage in the long run, you might have a real good chance over your lifetime.
Of course, u won't be rich lol.