A question about VP

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I'm playing 100 Deuces Wild, and often getting a (Ace)-(wild)-(Ace) on the initial hand. That gives me a "three of a kind" combiation. What's the odds that on the other cards (100 hands * 2 cards left in every hand) I won't get a (wild) or (Ace)?
 
i would think you would get another 4ok or even 5oak frequently i dont know that math equation but 100 hands i'd feel confident im on my way to a hit
 
I'm playing 100 Deuces Wild, and often getting a (Ace)-(wild)-(Ace) on the initial hand. That gives me a "three of a kind" combiation. What's the odds that on the other cards (100 hands * 2 cards left in every hand) I won't get a (wild) or (Ace)?

I may be wrong, but here's my math on this.

The deck has 52 cards. 3 are out, so you're left with 49 cards. There are 2 more aces and 3 more wilds. So, on the fourth card, there is a 5/49 chance you'll get what you need to get a 4oaK. That means there is a 44/49 chance you won't.

Assuming you don't get a needed card on the fourth position, there is then a 44/48 chance you won't get a needed card on the fifth position.

(44/49) * (44/48) = .823129 or about an 82.31% chance you won't get a 4oaK or a 5oaK on a single hand.

To consider all 100 hands, raise that to the 100th power, and that yields .000000003522, or a REALLY SMALL chance you won't get a 4oaK or a 5oaK with 100 hands.

So, if my analysis is correct, if you don't get a single 4oaK or 5oaK with 100-play with that hand, you're either incredibly unlucky, or you're playing a rigged game.
 
I think 5 are out rather than 3 as it would have dealt 5 and 2 would have been discarded, leaving 47 possibilities. So you'd get 5/47 on the first turn and 5/46 on the second....21.5% chance of getting one I think.
 
Thank you for your replies :)
Well, I was playing on demo version of software, but casinos usually claim that there are no difference between Real Money mode and Fun games :)
You can test it yourself. Any feedback is appreciated :)

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By the way, and what if the probabiliteis in 100 handed VP are calculated for every hand separately? Does that mean that there will be a lot of 'empty' hands, but then RNG, to adjust house edge according to paytable, will just generate extremely strong hands after drawing, even when the initial hand is just a trash?
 

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