Bubble Factor Calculator

Bubble factor calculator: the ICM cost of losing an all-in against each stack, the bubble factor and the equity you need to call, for any tournament payouts.

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Bubble factor

For an all-in where the smaller stack is at risk. Bubble factor = equity lost if you lose ÷ equity gained if you win. Needed equity = loss ÷ (loss + gain), before blinds and antes in the pot.

Maths checked by Josh Miller · updated Nov 2026How we calculate →

A bubble factor calculator shows how much more you need to call an all-in when the money is on the line. Four players left, three paid 50/30/20, and you have 3,000 chips. Against the 4,000 chip leader the free calculator above gives a bubble factor of 2.69. Losing would cost 2.69 times what winning would gain, so you need 72.9% equity to call, not the 50% a cash game would ask for.

Bubble factor calculator: what the number means

Bubble factor = ICM equity lost if you lose ÷ ICM equity gained if you win. It uses the Malmuth-Harville model, the same one in the ICM calculator. Turn it into a calling threshold with:

Equity needed = BF ÷ (BF + 1)
Bubble factor Equity needed (before blinds)
1.0 50%
1.2 54.5%
1.5 60%
2.0 66.7%
3.0 75%

In the example, the same 3,000-chip player has a bubble factor of 1.48 against the 2,000 stack and 1.16 against the short stack. Big stacks hurt you most because they can knock you out; short stacks can only take part of your chips.

Using it at the table

  • Calling: compare your hand’s equity against the opponent’s likely range with the threshold, not with 50%.
  • Shoving: the bubble factor works on the other side too. Players with high bubble factors against you have to fold more, which makes your shoves better.
  • Blinds and antes in the pot lower the threshold a little. The figures here leave them out.

Short-handed with under 20 big blinds, the push/fold chart gives the Nash ranges, and the poker odds calculator tells you a hand’s equity against a range.

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Frequently asked questions

What is bubble factor in poker?

The ICM value you lose by losing an all-in divided by the value you gain by winning it. Above 1 means losing hurts more than winning helps.

How do you convert bubble factor to required equity?

Equity needed = BF ÷ (BF + 1). A bubble factor of 2 needs 66.7%.

Why is bubble factor higher against big stacks?

A bigger stack can bust you, which throws away all your prize equity. A shorter stack can only take part of your chips.

Does bubble factor only matter on the bubble?

No. It matters whenever pay jumps are close, including final tables and satellites, where it can get very high.

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