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Player | Action | Cards | Amount | Pot | Balance |
---|---|---|---|---|---|
SB | Small blind | £0.05 | £0.05 | £3.99 | |
BB | Big blind | £0.10 | £0.15 | £10.99 | |
Your hole cards |
| ||||
jugglegeek | Raise | £0.30 | £0.45 | £13.01 | |
MP | Fold | ||||
CO | Fold | ||||
BTN | Fold | ||||
SB | Fold | ||||
BB | Raise | £1.00 | £1.45 | £9.99 | |
jugglegeek | Raise | £2.20 | £3.65 | £10.81 | |
BB | Call | £1.40 | £5.05 | £8.59 | |
Flop | |||||
| |||||
BB | Check | ||||
jugglegeek | Check | ||||
Turn | |||||
| |||||
BB | Bet | £1.20 | £6.25 | £7.39 | |
jugglegeek | Call | £1.20 | £7.45 | £9.61 | |
River | |||||
| |||||
BB | Bet | £1.20 | £8.65 | £6.19 | |
jugglegeek | Call | £1.20 | £9.85 | £8.41 | |
Comments
You simply take the amount you have to put in: £1.20
Divide it by the amount in the middle: £8.65
Then multiply it by 100.
£1.20 / £8.65 x 100 = 13.9%
So your hand needs to win 13.9% of the time to make the call break-even.
You don't need to be precise though. If you're getting roughly 7:1 pot odds, as here, you need to win roughly one time in eight to break even. That's not taking rake into account, of course.
Ignore this.
1.20/9.85*100
taking into acount the ammount in the middle is for fractional odds i think