Can you try counting the odds in these hands?
First hand is our. Please don't include no backdoor out. Only the outs we have to improve to the turn.
a) K 
Q vs 2 
2 
Flop: J T 3 
b) 5 4 vs. 2 2 Flop: 7 6 6
c) J T vs 5 5 Flop: 9 8 8
d) K Q vs 2 2 Flop: J T T
a) 21 (9 flush + 6 straight + 6 OC)
b) 23 (8 flush + 6 straight + 6 OC + 3 7's for two-pair higher kicker)
c) 23 (8 flush + 6 straight + 6 OC + 3 9's for two-pair higher kicker)
d) 23 (8 flush + 6 straight + 6 OC + 3 J's for two-pair higher kicker)
I think thats about it 
Everything OK, but b) is one less, because he has 2 of spades.
Interesting topic, I like it.
you sure? It must be me who can't see it:
b)
Spades: 3, 8-A = 8 spades
Straights: All 8's and 3's except for the spades which has already been cointed: 6
Cards to a higher two pair: All 5's and 4's left: 6
Cards to a twopair on the board (gives us the better kicker): All 7's left = 3
Total: 23 outs
The only outs which isn't that good is the 7's, since the river card will very often lead to a split pot.
Hmm but why aren't c) + d) 24?
9 flush outs + 6 straight + 6 overacrds + 3 J / 9
Can you count this again? In the book I read it it was all 23 outs but I counted it more than 5 times and always found 24.. can't find my mistake :/
It makes him full house (one card of your flush cards) and doesn't make you straight flush so it is not your out.
