Ok guys I am going to go ahead and claim I have thought of a vodoo system that lowers the house edge. In no way am I claiming this is a winning system, but I think at least SOME of you will agree that this slightly lowers the house edge. Also if people implemented this system it would be great news for us because they would look like card counters at first glance, which would make this the best vodoo system ever invented. This is most certainly a vodoo, losing strategy, but I do think it lowers the house edge. Maybe only from .5 to say .495, but that would make it better than all other vodoo systems.
Here it is: Start each shoe with your base bet. If you are losing at the end of the shoe, raise your bet. At the end of the shoe go back to your base bet.
Why do I think this lowers the house edge? I am going to lay out my reasoning step by step. If you disagree, point out where I went wrong. Whenever I say more likely I mean compared to a game you know nothing about, such as joining a game in progress or playing a new shoe.
You are more likely to lose money playing a -count deck.
You are more likely to have lost money if you just played a - count deck.
Losing $ is positively correlated with playing in a - count deck.
Losing $ in a specific shoe or portion of a shoe is positively correlated with playing in a -count deck.
If you have just played a portion of a shoe with a - count, the count in the rest of the deck is +.
If you have just lost money, you are more likely to have a + count deck left to play.
Disclaimers:
Not a winning system
I know my post is in no way a "proof" but I think the reasoning is sound.
Im not claiming a strong correlation between losing money and having a favorable deck left to play, but I do think a weak correlation exisits, which should be enough to slightly move the house edge in the player direction. My thought is this may change the house edge from .5 to .495 or something insignificant like that.
So what?
If this is true and it can be proven that people are slightly better off playing this way, maybe we can convince the masses to raise their bets at the end of shoes at roughly the same frequency we do. This would make it harder for the casino staff to tell the difference between us and them.
Here it is: Start each shoe with your base bet. If you are losing at the end of the shoe, raise your bet. At the end of the shoe go back to your base bet.
Why do I think this lowers the house edge? I am going to lay out my reasoning step by step. If you disagree, point out where I went wrong. Whenever I say more likely I mean compared to a game you know nothing about, such as joining a game in progress or playing a new shoe.
You are more likely to lose money playing a -count deck.
You are more likely to have lost money if you just played a - count deck.
Losing $ is positively correlated with playing in a - count deck.
Losing $ in a specific shoe or portion of a shoe is positively correlated with playing in a -count deck.
If you have just played a portion of a shoe with a - count, the count in the rest of the deck is +.
If you have just lost money, you are more likely to have a + count deck left to play.
Disclaimers:
Not a winning system
I know my post is in no way a "proof" but I think the reasoning is sound.
Im not claiming a strong correlation between losing money and having a favorable deck left to play, but I do think a weak correlation exisits, which should be enough to slightly move the house edge in the player direction. My thought is this may change the house edge from .5 to .495 or something insignificant like that.
So what?
If this is true and it can be proven that people are slightly better off playing this way, maybe we can convince the masses to raise their bets at the end of shoes at roughly the same frequency we do. This would make it harder for the casino staff to tell the difference between us and them.