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Player | Action | Cards | Amount | Pot | Balance |
---|---|---|---|---|---|
Macd781 | Small blind | £0.02 | £0.02 | £3.90 | |
Dormy4 | Big blind | £0.04 | £0.06 | £1.96 | |
DEBZ181 | Big blind | £0.04 | £0.10 | £3.96 | |
Your hole cards |
| ||||
step7 | Raise | £0.20 | £0.30 | £6.76 | |
DEBZ181 | Call | £0.16 | £0.46 | £3.80 | |
garyamaru | Fold | ||||
danpar | Call | £0.20 | £0.66 | £3.95 | |
Macd781 | Fold | ||||
Dormy4 | Fold | ||||
Flop | |||||
| |||||
step7 | Bet | £0.80 | £1.46 | £5.96 | |
DEBZ181 | Call | £0.80 | £2.26 | £3.00 | |
danpar | Call | £0.80 | £3.06 | £3.15 | |
Turn | |||||
| |||||
step7 | Bet | £1.12 | £4.18 | £4.84 | |
DEBZ181 | Raise | £2.24 | £6.42 | £0.76 | |
danpar | All-in | £3.15 | £9.57 | £0.00 | |
step7 | Fold | ||||
DEBZ181 | All-in | £0.74 | £10.31 | £0.02 | |
danpar | Unmatched bet | £0.17 | £10.14 | £0.17 | |
DEBZ181 | Show |
| |||
danpar | Show |
| |||
River | |||||
| |||||
danpar | Win | Flush to the 10 | £9.39 | £9.56 |
Comments
you've only got another £2 to put in to win what woulda been a £12 pot and you have 20%
it's thin but these sort of players will shove 2 pair on this board and call with bigger diamond draws
I also think that 45s played the hand well adn wouldnt have noted him as a bad player from this hand alone
flop u have set so bet
still have set on turn so bet
do u have the price to fill up if so call
so when you bet turn, don't need to bet too much - when they raise - which is nomrally a min raise - does this give you the correct odds to call to fill
just gotta ask if they either bluffing or value raising when you bet turn
Rancid has hit the nail on the head. On the turn I think you have to call about £2 to win about £10 in the middle. Those are 5:1 pot-odds and your chances of making a full-house on the river are about 4:1. So it should have been a call after betting on the turn. You can never ignore the pot-odds in cash.
I don't like your bet sizing on the flop particularly. When you've got a monster, you do want to get money in but a big overbet just gets two folds most of the time. What do I know, eh? You got two calls. If you know these guys are calling 80p as often as they call 50p, then it's obviously better to bet 80p. Just don't get in the habit of this if you want to move up the levels.
Just going back to the turn action; What was the plan when you made the bet? Did you want them both to fold? Do they ever call down with just a pair or two-pair on this wet turn card? If not, what's the point in betting if they only get more money in with better hands?
After you bet the turn, you have to call the two all-ins but I'd prefer you to check and reassess. After getting the two callers on the flop, this is the worst card in the deck. It's player and bet-size dependent whether you can then call a bet but at least if you check you can potentially keep your opponents in with a wider range.
The guy may be an "Aggro-fish", as you describe him, but he played this hand very well.
If they have two-pair you'd expect them to raise the flop so that's an unlikely hand but even these hands are going to be wary of this turn card. If we assume that 9T raises the flop, then 89 and 8T are the most likely holdings that now might pay you off. There is a chance that one of your opponents called with a pair and a back-door flush draw: JdTx, QdTx, KdTx and AdTx are conceivable and giving them a free card is not ideal but they only have 18%-30% chance of getting there. Even when they do get there it's going to be obvious and therefore easy to avoid paying them off... The other hands your opponents can call your flop bet with are straight draws and flush draws. The flushes all got there and the more likely of the two open-ended straight draws got there too.
If we're betting the turn for value we have to decide if 89, 8T and these four specific pair with flush draw hands are more likely than getting action from made flushes, straights and TT. We also have to balance that with the idea of failing to get more value from one-pair hands that are drawing super-thin or dead.
On the turn, when you bet you fold out lots of the hands you beat and get interest from lots of hands that beat you.
If you check you keep in those hands that are drawing dead or nearly dead, you keep in those hands that have just 18-30% chance against you, you give yourself the chance to avoid stacking off to better hands and you might get to see a cheap river that pairs the board. You can still get a value bet in on good rivers and after you check the turn your hand looks weaker and you may be called by those one-pair hands.
You're talking about getting stacks in but, on a board of Td9d8d, if you get your stack in with a set of nines you're more likely to have the worst hand than the best one because, of the hands that call your flop bet and give you action on the turn, more beat you than don't. Once this turn card hits, you should be thinking about trying to control the size of the pot unless the board pairs on the river. If the river brings a really bad card like the 7d, it's easy to just give it up. If one or both of your opponents bet the turn or river, then it's a question of putting them on a range and deciding if you beat enough of that range or have the correct odds to justify calling. That's when the point of it being player or bet size dependent applies.
Once you bet the turn, your pot-odds are £2.03 to win £12.33 total (Assuming that you have danpar covered and DEBZ181 puts in their last 74p). As a percentage, those pot-odds mean you need about 16.5% chance of winning the hand to make the call.
If you somehow knew their actual hands, you'd have 19% chance of winning. So it's a call. Without that knowledge we can count between 8 and 10 outs against most hands. The possibility of a set of tens or a made straight flush will reduce our equity against their ranges but overall it has to be a call. You can Stove it if you like to see if you're getting exactly the right price but betting to give yourself pot-odds of 16.5% and then folding is definitely going to be a losing plan in the long-term.
So that's why I prefer checking. It might be nonsense but if it is, it's well explained nonsense.
To work out your pot-odds as a percentage you need to divide your potential stake by the amount in the middle added to your potential stake. That will show your break-even point.
In this hand you need to call £2.03 and the amount currently in the middle is £9.57. I'm assuming that the other player, having raised the turn to £2.24, is going to put their remaining 74p in. If that's the case, our break-even point is:
£2.03 / £12.33 x 100 = 16.46%
Without the additional 74p, your break-even point rises to 17.51%.