its the case but for completeness one thing to note is that it could be that taking kings instad of aces might be better since it would be eliminating more straight flushes - but they could make too many full houses with the aces that it doesnt matter
Yeah, thought the same while watching. We even could block all the straight flushes in 2 colors with the likes of J+6, and so it necessary to show, that the number of superior full houses we allow this way is higher that the number of straight flushes we deny
another consideration is you want your opponent to have a "good" worse hand so they're more likely to bet more money, to this end your AAA66 may be better than AAA99 as they're more likely to consider a hand good that has a nine or multiple nines in it than a hand containing a six or multiple sixes. this also becomes the argument for why KKKAA may be the best full house as while your full house is still unbeatable, the opponent now has the best possible pair as a possibility for his holdings which he may think is quite strong (especially as it decreases your odds of holding any aces).
I’ll have to say that there’s another way to get a full house that your opponent can’t beat with another full house, I’m jut referring to the full house not the other hands If you do KKKAA, it’ll also be impossible to get a stronger full house
The tricky part is that in 5 card draw, your opponent doesn’t just draw 5 cards randomly and that's it. They might replace some of their cards based on some rules of thumb, which will make the probability a bit nightmarish.
You know, I do actually agree with you haha. It's like having a category in between high card and pair that's called "high ace". Royal flushes are just subsets of straight flushes. But according to official ruling, a royal flush counts as its own category so I'm just following that :)
@@YATAQi i feel there may be some variants of poker using wilds where a royal flush made without wilds beats 5 of a kind but 5 of a kind still beats any other straight flush, but i'm not entirely certain.
7:51 I've been knocked out playing hold em in a live event as the bubble guy after calling an all in on the flop while I had AA in hand and flopped AKK, other guy had KK😑
imo, a bit more should be said about "3 aces not going anywhere" KKKAA would also not have any stronger fullhouses (tho it covers same number of flushes as AAAKK, thus losing to AAA66 obv) and the rest of KKK__ needs an explicit computation that greatly diminished number of stronger AAA__ full houses is still too large compared to covering some flushes with K rather than A
That's a great point! KKKAA would kind of serve the same purpose as AAA__ as far as being an unbeatable full house. But AAA__ offers the flexibility of being able to adjust the pair to your liking. And yes KKK__ would also be a solid full house no matter what the pair ends up being, but like you said, there are too many AAA__ full houses that can beat it and so it does not end up being a good idea. But definitely a thought worth considering. Thank you :)
The answer to your new question 'What full house would you choose in hold em?' is that it depends on which cards are on the board. 3 aces on the board is a different scenario than A99 on board.
Halfway through the video and I’m guessing it’s 3 kings and two aces. All different suits and the aces need to have one suit that the kings don’t have and one suit that matches a king
It is quite insignificant. No player on the planet is going to fold aces-full of anything when playing 5-card draw. If that hand loses, well then it just loses.
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its the case but for completeness one thing to note is that it could be that taking kings instad of aces might be better since it would be eliminating more straight flushes - but they could make too many full houses with the aces that it doesnt matter
Yeah, thought the same while watching. We even could block all the straight flushes in 2 colors with the likes of J+6, and so it necessary to show, that the number of superior full houses we allow this way is higher that the number of straight
flushes we deny
another consideration is you want your opponent to have a "good" worse hand so they're more likely to bet more money, to this end your AAA66 may be better than AAA99 as they're more likely to consider a hand good that has a nine or multiple nines in it than a hand containing a six or multiple sixes. this also becomes the argument for why KKKAA may be the best full house as while your full house is still unbeatable, the opponent now has the best possible pair as a possibility for his holdings which he may think is quite strong (especially as it decreases your odds of holding any aces).
I’ll have to say that there’s another way to get a full house that your opponent can’t beat with another full house, I’m jut referring to the full house not the other hands
If you do KKKAA, it’ll also be impossible to get a stronger full house
Superb work! Keep it going!!!!!
The tricky part is that in 5 card draw, your opponent doesn’t just draw 5 cards randomly and that's it. They might replace some of their cards based on some rules of thumb, which will make the probability a bit nightmarish.
Third best hand. A royal flush is a specific straight flush and is not its own category of hand.
You know, I do actually agree with you haha. It's like having a category in between high card and pair that's called "high ace". Royal flushes are just subsets of straight flushes. But according to official ruling, a royal flush counts as its own category so I'm just following that :)
@@YATAQi i feel there may be some variants of poker using wilds where a royal flush made without wilds beats 5 of a kind but 5 of a kind still beats any other straight flush, but i'm not entirely certain.
7:51 I've been knocked out playing hold em in a live event as the bubble guy after calling an all in on the flop while I had AA in hand and flopped AKK, other guy had KK😑
this channel is a hidden gem, instant sub!
underrated! THIS IS GREAT❤
High quality content as always! Keep it up!
I want to see a part 2! But not necessarily more than another good idea you might have!
I might make a Texas Hold'em version in the future as it is a more interesting question (as far as detailed math is concerned). Thanks!
imo, a bit more should be said about "3 aces not going anywhere"
KKKAA would also not have any stronger fullhouses
(tho it covers same number of flushes as AAAKK, thus losing to AAA66 obv)
and the rest of KKK__ needs an explicit computation that greatly diminished number of stronger AAA__ full houses is still too large compared to covering some flushes with K rather than A
That's a great point! KKKAA would kind of serve the same purpose as AAA__ as far as being an unbeatable full house. But AAA__ offers the flexibility of being able to adjust the pair to your liking. And yes KKK__ would also be a solid full house no matter what the pair ends up being, but like you said, there are too many AAA__ full houses that can beat it and so it does not end up being a good idea. But definitely a thought worth considering. Thank you :)
Great video!
The answer to your new question 'What full house would you choose in hold em?' is that it depends on which cards are on the board. 3 aces on the board is a different scenario than A99 on board.
Halfway through the video and I’m guessing it’s 3 kings and two aces. All different suits and the aces need to have one suit that the kings don’t have and one suit that matches a king
I came from Reddit keep going my friend
Nice video!
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1:30 AAA99? Because it's A high and knocks out as many straight flushes as possible?
Yep time to pat myself on the back.
It is quite insignificant. No player on the planet is going to fold aces-full of anything when playing 5-card draw. If that hand loses, well then it just loses.
Are you Asian by any chance?