Lets try to look at this as objectivly as we can,math always is:)
22+, A2s+, K2s+, Q6s+, J7s+, T7s+, 97s+, 87s, A2o+, K6o+, Q8o+, J9o+, T9o, 98o ... the range i used for BU
9 splits vs 15%,looses to 3%,and beats 82%
T will improve us against about 45% of his range
3 improves us against about 45% of his range!
gives us 31% equity vs his range
Now lets assume the worst case scenario...lets say that our oponent will play perfectly,therefore we suffer huge reverse implied odds and have 0 implied odds. Lets do the math... pot after his flop bet is 5,4SB and we now invest 1SB to call...so 3,2BB
when 9 hits turn...
-15% of the time we win half (+1,6BB)
-3% of the time we loose(-2,5BB)
-82% of the time we win(+3,2BB)
---------------
total... +2,79BB
happens in 9%
when T hits...
- 55% we loose(-2,5BB)
- 45% we win(+3,2BB)
---------------
total.... +0,065BB
happens in ...6%
when 3 hits...
- 55% we loose(-2,5BB)
- 45% we win(+3,2BB)
---------------
total.... + 0,065BB
happens in... 6%
when
hits...
- 31% we win(5,2BB)
- 69% we loose(2 BB)
--------------
total... + 0,232BB
happens in ... 21%
when nothing hits...
- 100% we loose(-0,5 BB)
------------
total .... -0,5BB
happens in... 58%
so together we get....
(0,09*2,79BB)+(0,06*0,065BB)+(0,06*0,065BB)+(0,21*0,232BB)-(0,58*0,5BB)= +0,017BB
Made a mistake first time... so even this is minorly +EV outcome,neglecting the fact that oponents will not play perfectly since they cant(they will loose at least a bit more when having a set vs straight,when they 3 barrel bluff,when they dont bet turn...
Also we havent looked at the river in each of those cases but since we looked at the worst scenario it can only benefit us...
I really had to do this...maybe made some mistakes somewhere,pls correct me if so but I think such factual analyses is a bit more constructive than blind accusation.
my 2 cent...