Casino de Mont-Tremblant - Anyone Played Here?
Going to Tremblant next weekend and found out they just put up a casino, so now I will have something to do when day skiing if finished and I have the whole night to play poker there.
Has anyone played there? Game selection/how busy on weekends/etc
link to Casino: Casino de Mont-Tremblant - Québec's casinos
thanks
Has anyone played there? Game selection/how busy on weekends/etc
link to Casino: Casino de Mont-Tremblant - Québec's casinos
thanks
Comments
Went there at the beginning of Jan. Signed up for a players card (6 of us total) and they give you a scratch card. The first 3 (incl me) scratched a $5 prize. So we figured this is a can't lose and you'll win $5 up to $1000. But then the next 3 friends all lost :P
They had 2 games of 1-2 NL Running. Max $7 rake (10%) and $1 taken for BBJ (for $20+ pot or more - UPDATE in early April it was approaching $40K and has never been won, Aces Full of Jacks need to lose with both winning and losing hand having both hole cards in play). I didn't play long, as I sat for <30 minutes and then played craps (sick run) before leaving.
Thanks for the update,
That's an awful rake...
What was the max free odds at craps?
I'm asking how much you can bet on the free odds.
It's usually expressed as a multiple of your pass/dp/come/dc bet...
Just went again this week for Telus Spin week. They were holding a FREE promo where if you roll two 6 sided-dices, and the combination were:
1 + x, you were paid $10
6 + x, you were paid $5 (* 1 + 6 = $10, one or the other, obv choose $10)
1 + 1, you were guaranteed to be paid $20 and advance to round 2
round 2, you now roll three 6 sided-dices, and if the combinations were
1 + x + x, you were paid $100
1 + 1 + 1, you were paid $10K
Our group had some girls who weren't looking to gamble so they had a free shot at equity and got some gamble in them. Our group was way stuck from the gambles leaving Sunday morning, but we had to stop off again before we left for our free equity (1 roll per day, after 11 am).
I calculated the equity:
(1/36)*(5/6)^3 * $20 = 0.32
(1/36)*(1/6)^3 * $10K = 1.29
(1/36)*(1-0.58) *$100 = 1.17
(1/6)*(5/6) * $10 = 1.38
(1/6)*(4/6) * $5 = 0.55
So about ~$4.71