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My first ICM Calculation...please evaluate
Situation: $5 SnG on the bubble, hero is facing all in push by button....Action goes: Cutoff ( Chip leader) folds, Button ( fourth in chips..aka villian) pushes, Small blind ( Second in chips ) folds, Big blind (aka..hero..third in chips) Fold or call push?
Hero dealt: [Ad 5h]
Blinds: 100-200
Payouts: 1st- $25 2nd-$15 3rd-$10
The stacks are:
Cutoff- 5937
Button- 2286
Small blind- 4475
Hero (Big blind)- 2302
Before the hand, here is how equity is split up:
Players Chips Equity
cutoff 5937 $19.79
button 2286 $7.62
Small blind 4475 $14.92
Hero ( Big Blind) 2302 $7.67
Call push and lose ( -$7.61)
Player Chips Equity
cutoff 5937 $19.79
button 4672 $15.57
small blind 4375 $14.58
hero( big blind) 16 $0.06
Call push and win (+$7.96)
Player Chips Equity
cutoff 5937 $19.79
button 0 $0.00
small blind 4375 $14.58
hero (big blind) 4688 $15.63
So we are risking $7.67 to potentially win $7.96
using the ratio of ( risk/winnings)/( total equity/winnings)
to get the percentage needed by a hand to win against a random hand to make this call +$ev
So ($7.67/$7.96)/ ($15.63/7.96)
So (.963)/ (1.963)= 49.1%
This means are hand needs to win at least 49.1% of the time to make this call +$ev...
Ad 5h against any random hand has 57.697% equity
making this a clear call....
How is my math? I hope this makes sense and im starting to get the hang of ICM...
Just to throw in a wrench, villian is playing semi passive and has been playing tight over the last maybe 10-12 hands....does this mean that we ignore the ICM and put villian on a better opening range or do we still abide by ICM and call?
And if we do ignore ICM then were also ignoring a +$ev situation (provided my math is correct) which means were making a mistake, but since were on the bubble does that mean its ok to ignore this +$ev situation? Hope this is making sense and somebody can check the math and then determine what we would do in these other situations..
Thanks in advance
rvrking22
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