ddrsoba
ddrsoba
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November 4th, 2017 at 7:38:47 PM permalink
Hi Wizard,
Again, great post here, was wondering about a baccarat promotion. Supposed that a casino offered a promotion for EZ baccarat (buy in for 11000, with a 5% bonus of 550), all given in non-neg chips. Since the edge of EZ baccarat banker is around 1.02% rounded up, and we are given the 5% bonus, if I just simply bet the banker at a clip of $100 per hand and play only the non-neg chips until I run out, wouldn't that mean a 3.98% player edge against the house over the long run? Wanted to know if such a promotion is to good to be true....
Wizardofnothing
Wizardofnothing
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November 4th, 2017 at 7:45:57 PM permalink
No. That will not work at all
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ddrsoba
ddrsoba
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November 4th, 2017 at 8:07:50 PM permalink
As in the player has an insane edge, or the casino still has the edge?
ChesterDog
ChesterDog
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November 4th, 2017 at 8:58:05 PM permalink
Quote: ddrsoba

Hi Wizard,
Again, great post here, was wondering about a baccarat promotion. Supposed that a casino offered a promotion for EZ baccarat (buy in for 11000, with a 5% bonus of 550), all given in non-neg chips. Since the edge of EZ baccarat banker is around 1.02% rounded up, and we are given the 5% bonus, if I just simply bet the banker at a clip of $100 per hand and play only the non-neg chips until I run out, wouldn't that mean a 3.98% player edge against the house over the long run? Wanted to know if such a promotion is to good to be true....



Although, I am neither the Wizard nor the Wizard of Nothing, I think I can answer this question.

First, we have to know the value of a non-negotiable chip on the banker bet in EZ Baccarat. The Wizard does give its value for regular baccarat as 97.63%, but he doesn't give its value for EZ Baccarat.

But using data from the Wizard's page on EZ Baccarat, it's possible to calculate the value of a banker bet non-negotiable chip. I will leave out the details, but I get a value of 97.718%

When you buy $11,000 + $550 = $11,550 in non-negotiable chips, you get 97.718% of $11,550 in value, which is worth $11,286. Therefore your edge is ( 11,286 - 11,000 ) / 11,000 = 2.6%.
ddrsoba
ddrsoba
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November 9th, 2017 at 5:36:27 PM permalink
So if ur calculations are correct, I just simply buy in, stick to the bet banker on promo chips only until I run out, and its a +2.6% EV?
Wizardofnothing
Wizardofnothing
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November 9th, 2017 at 5:43:03 PM permalink
It doesn’t work
Unless the promo is different you only get a chip when you win and forced to play out the non negotiable Until I️t is lost thus creating a larger requirement as far as cycling through thus creating less ev
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ChesterDog
ChesterDog
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November 9th, 2017 at 6:03:54 PM permalink
Quote: ddrsoba

So if ur calculations are correct, I just simply buy in, stick to the bet banker on promo chips only until I run out, and its a +2.6% EV?



Yes--simply pay $11,000 cash for $11,550 in non-negotiable chips, and stick to the EZ Baccarat banker bet with the non-neg. chips until you run out of them. The expected value of your cashable chip total at the end is 97.718% of $11,550, which is about $11,286. That's $286 expected profit on an $11,000 investment, which is 2.6%.

(By the way, I had said the Wizard didn't give the value of an EZ Baccarat banker non-negotiable chip, but you can find it below the craps values near the middle of his table, as 97.72%.)
Wizardofnothing
Wizardofnothing
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November 9th, 2017 at 6:15:22 PM permalink
If this is correct it’s different than the rolling chips I️ am accustomed to on back promos - are you capped at 11k or can you buy in for 100k?
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Wizardofnothing
Wizardofnothing
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November 9th, 2017 at 6:26:04 PM permalink
Do you
Have the exact details
Are you sure you are able to cash out the entire thing and not just the profit - just making sure it’s not the rolling chips program
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ddrsoba
ddrsoba
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November 10th, 2017 at 5:12:13 PM permalink
able to cash out entire thing. its not rolling chips.
Wizardofnothing
Wizardofnothing
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November 10th, 2017 at 5:30:51 PM permalink
Ok then it sounds good
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