Quote:
Originally Posted by BigPoppa
Just noticed that the Southern Indiana Horseshoe has $1 99.54% JoB (and they don't appear to be $25 coin in = 1 tier credit like the 99.54% games are on the Strip). It's the same distance from Nashville as Tunica, so I may go there when visiting home to make my run at Diamond.
If I understand correctly, it will have the lowest variance so I likely won't lose my shirt even if I don't hit a Royal. Anyone know the expected loss over 10k hands on a $1 machine if no Royal? Obviously, if I hit a Royal then I go home with a fat profit.
I meant to answer this a little earlier, but I was lazy, etc.
Well, there are a few factors that would weigh my decision on what game to play and possibly where to play it.
How important is losing the least amount possible versus max EV? If losing the least amount possible has any significant importance play 9/6 JoB vs. full-pay joker poker.
Do you want to drink alcohol at all while trying to accomplish this? If so, you must go to Tunica. You have to pay for your drinks in Indiana.
Also, CET is in a state of flux right now with their video poker machines. They are replacing a ton of them. Tunica has recently had their databases updated on VPFree2 after the machines have been installed. I also might be going to Tunica again next week, so I'll be double checking myself. Southern Indiana hasn't been updated yet. There is a possibility they have yanked 9/6 JoB in Southern Indiana, but this is a worst-case scenario. I would think it's still there.
Here are "risk of ruin" calculations of 10,000 hands of dollar video poker assuming flawless play between the two games I would recommend playing for this purpose (based on 5000-session simulations):
9/6 JoB:
$1000: 65.9% (big gamble...wouldn't recommend)
$2000: 22.4%
$2500: 9.62%
$3000: 3.48%
BR w/o Royal ($3000 to start)
Min. 1st Qu. Median Mean 3rd Qu. Max.
0 $1125 $1750 $1775 $2420 $5445
99.92% Joker Poker:
$2000: 35.68%
$2500: 22.54%
$3000: 12.78%
BR w/o Royal ($3000 to start)
Min. 1st Qu. Median Mean 3rd Qu. Max.
0 $770 $1745 $1836 $2765 $7270
So if you fail to hit a Royal, you'll lose $1250 or more half the time.
Last edited by tringlomane; 11-17-2013 at 11:23 PM.