# NL \$50 SH User Review

• NL BSS
• NL BSS
• Fullring

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## Description

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## Tags

• #2

schönes video
obwohl ich die TT hand nur gecalled hätte
glaub er zeigt dir hier zu oft QQ
aber ist ja gut gelaufen
• #3

english plz :P
• #4

Hi, I have a question about the last (TT) hand. I like the check-shove flop play a lot, because what said in video.

I'm just not sure whether it balance our flop play. Seriously, which hands which we 3bet PF, are we going to check-fold on this kind of flop?
• #5

with what programs are you makeing this movies???
thx
• #6

20:40 I think the Turncall is really close. In my opinion he doesn't have that many hands that didn't hit and he floats - for the Turncall I'd like to know if he's capable of turning a weak Madehand (76s,87s,22-66) into a Bluff.

Against a Range of 99, 77, AQs+, ATs, KJs+, QTs, AQo+, ATo, KJo+, QTo we have around 29% Equity and need 28,4%.

41:00 Do you really expect him having 77-99? I would give him a Range of AK,AQs,TT-QQ (he may only r/c QQ 50% of the time). This would be 39 handcombinations - if he is stabbing this Flop with his complete Range and only calls TT+ and the NFDs, he's folding 18 combinations and calling 21. Against those 21 combos we run with 19% (slightly more against only 50% QQ). So we expect to win 31\$ 46% of the time and win around 19% of the 143\$ Pot (minus 3\$ Rake = 140\$) the other 54%. Calculation:

EV(folds) = Pot+his Bet = 31\$
EV(calls) = (Pot*Equity)+Push = (140*0,19)-62 = -35,4\$

EV = (EV(folds)*Foldequity) + (EV(calls)*(1-Foldequity))
EV = (31*0,46) + (-35,4*0,54) = -4,86 \$

Of course it's hugely +EV if he really r/c 77+ and brokes on that Flop:

77-99 are 18 combos, so overall 57 combos and only 32% Foldequity (folds 18 out of 57)

EV(calls) = (Pot*Equity)+Push = (140*0,58)-62 = +19,2\$

EV = (31*0,32) + (19,2*0,68) = +22,98 \$
• #7

Ohh crap. The true EV(calls) calculation is

EV(calls) = (Pot*Equity)-Push

Pot means the whole Pot after the Allin of both players.

of course. ;)

btw. alternatively:

EV(calls) = {(current Pot + effective Stack) * own Equity} - (effective Stack * Villains Equity)
• #8

i want that stats!!
how can i get it??
• #9

I'll be happy to know, which kind of PP skin is this one :-) If poss, PM me ;)