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ok, this may take a while but I'm gonna try and do it for the two ranges taipan suggested.
We should get a feel for the answer based on those two.
If you fold you have 1255, villain has 1245, bb has 1420.
Your share of prize pool is 9.78%
If you call and lose you have 710, villain has 1790, bb has 1420
Your share of prize pool is 5.75%
If you call and win, you have 2500, villain has 0, bb has 1420
Your share of prize pool is 18.06%
Already I'm thinking this looks like a call.
So to make this a call, probability we win the hand p, must be such that
18.06p + 5.75(1-p) > 9.78
i.e. p > 0.3273761, which is 32.74%
With Taipan's first range {22+,A2s+,K9s+, QTs+, JTs, A2o+, KTo+, QTo+, JTo } this is an easy call.
With the 2nd {66+, ATs+, ATo+}, it is still a call, and if we throw all pairs in as well so we're losing more hands it's still a call.
In short it is an ICM call. Tai was right for any conceivable range opp may shove with, and for good measure, in case you're interested ICM added about 2-3% to the equity required for a call here.
If calling and losing means a bust, I think ICM would make it a fold.
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