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I would guess villain's calling range is something like {TT+, AQ+}. We have 37.2% equity against it.
If we fold, our equity in the prize pool is 18.17% according to ICM. However, we have an edge over our opposition. So let's say our real equity-if-fold is 21.0%.
If we shove and villain folds, our ICM-equity is 21,9%, so our real equity is something like 25%.
If we shove and villain calls and we win, our ICM-equity is 26.6%. However, the
 Originally Posted by Lucothefish
- Busting villain will put me in a v. strong position on the bubble to build a stack
matters too, so our real real equity probably around 32%.
If we shove and villain calls and we lose, our ICM-equity is 9.5%, so our real equity is something like 10%.
If the probability of villain folding is x, then, for the shove to be profitable:
0.25x + 0.32*0.372*(1-x) + 0.1*0.628*(1-x) > 0.21
0.25x + 0,11904 - 0,11904x + 0,0628 - 0,0628x > 0,21
0,25x - 0,11904x - 0,0628x > 0,21 - 0,11904 - 0,0628
0,06816x > 0,02816
x > 41%
Villain's calling range includes 62 combos, so his raising range needs to include at least 105 combos which is something like {88+, AT+} or 8.0% which is not implausible.
So in the end, both folding and shoving are probably about equally good.
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