Pay Jumps & Final-Table Equity
Near the money, a chip you can lose is worth more than a chip you can win. Learn to read the payout ladder and let real dollars — not chip counts — decide when to fold, pressure, or gamble.
Chips are not dollars
Near the money the payout ladder distorts every chip's value: busting drops you a pay rung, winning nudges you slightly up. Ask 'what is this worth in dollars?' not 'in chips?'
Payout curves are top-heavy
A $9,000 pool paying 9 might run 1st $2,700 down to 9th $270. Climbing 9th to 5th earns $405 total — but a single jump from 2nd to 1st is worth $900. Bottom rungs are cheap, top rungs are gold.
It's the money bubble (one more elimination pays everyone). You have 9bb in the small blind, folded to you, big blind covers you. Shove or fold this hand?
Laddering: getting paid to fold
You climb pay rungs just because others bust first. If a shorter stack is all-in, you often want them to LOSE — so avoid anything that could bust you on the same hand.
Big stacks apply the pressure
If you cover the table, the jumps that terrify medium stacks are your weapon. Shove relentlessly at players who can't call without risking their tournament life and a huge equity drop.
You're the chip leader 3-handed near a big pay jump, holding 40bb. A 7bb short stack shoves and the other short stack (8bb) has already folded. ICM pressure is on you. Call or fold?
When to stop laddering
First place usually dwarfs a min-cash, so pure fold-survival loses long term. Once the biggest jumps are behind you, the accumulation instinct has to return.
- Near the money, chips are worth less than face value — decide in dollar equity, not chip count.
- Payout curves are top-heavy, so the biggest pay jumps sit at the very top of the ladder.
- If you're not the shortest stack, default to caution and let shorter stacks bust so you ladder for free.
- Big stacks weaponize pay-jump fear, forcing medium stacks off better hands.
- As the ladder flattens or first place looms, stop surviving and start accumulating to win.
Test yourself
Answer them all — 21/26 to pass. Every answer gets an explanation.
What does a 'pay jump' refer to in a tournament?
A pay jump is the prize-money gap between one finishing spot and the next one up.
Near the money, a chip you can lose is generally worth ______ than a chip you can win.
Busting costs you a pay rung, so risked chips carry more real-dollar weight than chips gained.
Typical tournament payout structures are best described as:
Most payouts concentrate a big fraction of the prize pool in the top finishes.
You are NOT the shortest stack and a much shorter stack is all-in this hand. You should generally want them to:
When a shorter stack busts, you climb a pay rung for free — you want them out.
'Laddering' in a tournament means:
Laddering is gaining payout rungs by outlasting opponents, not by winning chips.
Before acting near the money, the first thing you should locate is:
Whether or not you're the shortest stack sets your entire risk posture.
Why can a big stack profitably shove even weak hands against a medium stack near the money?
Pay-jump pressure forces medium stacks to fold hands they'd otherwise call, so the shove prints chips.
Wait — in that A-Q example, were you actually the shortest stack?
Two players were shorter, which is exactly why laddering past them had value.
When the next pay jump is LARGE relative to your stack, you should generally:
A large looming jump raises the cost of busting, so caution protects your equity.
When the remaining pay jumps are small relative to first prize, you should generally:
When surviving is cheap and first place is the real prize, accumulation becomes correct.
In the sample ladder ($100 event), which single jump was worth the most?
Top-heavy structures put the biggest single jump at the very top of the ladder.
A short stack in 8th who folds into 6th place without winning a pot has:
Climbing pay rungs by outlasting others grows your payout even with zero pots won.
Which statement about pure fold-and-survive strategy is TRUE?
Surviving has value, but never chasing the win leaves the biggest prizes on the table.
Three-handed and heads-up, ICM still matters because:
The final jumps are the largest, so equity considerations remain significant.
If you ARE the shortest stack near the money, your correct approach is usually:
You can't ladder forever from the bottom; you must gamble to build a stack.
The pay-jump 'discount' on your risk is SMALLEST when:
If you're going to bust soon regardless, survival value is low, so the ICM tax on your risk shrinks.
A medium stack calls a big stack's all-in and loses. Compared to winning, losing here costs them:
Busting drops them a large pay rung, which is why the call is so dangerous.
With the worst hand (7-2 offsuit) as chip leader vs a laddering medium stack, an open-shove can be profitable because:
You're attacking their survival incentive, not relying on your card strength.
The 'core toggle' says a healthy stack with only small jumps left should:
When jumps are small and your stack is healthy, chasing first place is correct.
How often should you re-check the payout screen during a final table?
The right strategy is tied to the current ladder, which shifts as players bust.
Doubling your stack early in a tournament, before the money, roughly:
Far from the payouts, chips behave much more like their face value.
Why do payout curves make survival most valuable DEEP in the money rather than at the bubble edge for a chip leader?
The top-heavy curve means the equity at stake grows as you climb toward first.
A medium stack facing constant big-stack aggression near a big pay jump should mostly:
Their survival is precious, so they fold marginals and wait for strong hands to contest.
You have A-Q offsuit and 12 BB as the shortest stack, but two players are even shorter and the next jump is large. Folding A-Q here can be correct because:
ICM can make survival worth more than a chip-positive gamble when others may bust first.
Being the chip leader near the money is valuable primarily because you can:
The pay-jump fear of others lets a big stack steal and re-shove profitably.
Which factor should set your risk tolerance near the money, alongside your cards?
Jump size directly changes how much a bust costs, and thus how much risk is worth taking.
Review — all 26 questions & answers tap to expand
-
What does a 'pay jump' refer to in a tournament?
Answer The difference in prize money between two adjacent finishing positions
A pay jump is the prize-money gap between one finishing spot and the next one up.
-
Near the money, a chip you can lose is generally worth ______ than a chip you can win.
Answer more
Busting costs you a pay rung, so risked chips carry more real-dollar weight than chips gained.
-
Typical tournament payout structures are best described as:
Answer Top-heavy, with a large share of the pool in the top few spots
Most payouts concentrate a big fraction of the prize pool in the top finishes.
-
You are NOT the shortest stack and a much shorter stack is all-in this hand. You should generally want them to:
Answer Lose and bust, locking in your pay jump
When a shorter stack busts, you climb a pay rung for free — you want them out.
-
'Laddering' in a tournament means:
Answer Climbing pay positions because other players bust before you
Laddering is gaining payout rungs by outlasting opponents, not by winning chips.
-
Before acting near the money, the first thing you should locate is:
Answer The shortest stack at the table
Whether or not you're the shortest stack sets your entire risk posture.
-
Why can a big stack profitably shove even weak hands against a medium stack near the money?
Answer The medium stack folds too often because busting costs them huge dollar equity
Pay-jump pressure forces medium stacks to fold hands they'd otherwise call, so the shove prints chips.
-
Wait — in that A-Q example, were you actually the shortest stack?
Answer No, two players had even shorter stacks
Two players were shorter, which is exactly why laddering past them had value.
-
When the next pay jump is LARGE relative to your stack, you should generally:
Answer Tighten up and avoid unnecessary risk
A large looming jump raises the cost of busting, so caution protects your equity.
-
When the remaining pay jumps are small relative to first prize, you should generally:
Answer Open up and play for the chips that win the tournament
When surviving is cheap and first place is the real prize, accumulation becomes correct.
-
In the sample ladder ($100 event), which single jump was worth the most?
Answer 2nd to 1st
Top-heavy structures put the biggest single jump at the very top of the ladder.
-
A short stack in 8th who folds into 6th place without winning a pot has:
Answer Increased their dollar equity through laddering
Climbing pay rungs by outlasting others grows your payout even with zero pots won.
-
Which statement about pure fold-and-survive strategy is TRUE?
Answer It's a losing long-term approach because first place is worth far more than min-cashing
Surviving has value, but never chasing the win leaves the biggest prizes on the table.
-
Three-handed and heads-up, ICM still matters because:
Answer The 3rd-to-2nd and 2nd-to-1st jumps are the biggest of the whole tournament
The final jumps are the largest, so equity considerations remain significant.
-
If you ARE the shortest stack near the money, your correct approach is usually:
Answer Find spots to double before the blinds swallow you
You can't ladder forever from the bottom; you must gamble to build a stack.
-
The pay-jump 'discount' on your risk is SMALLEST when:
Answer You are the shortest stack and busting is imminent anyway
If you're going to bust soon regardless, survival value is low, so the ICM tax on your risk shrinks.
-
A medium stack calls a big stack's all-in and loses. Compared to winning, losing here costs them:
Answer Far more in dollar equity than winning would have gained
Busting drops them a large pay rung, which is why the call is so dangerous.
-
With the worst hand (7-2 offsuit) as chip leader vs a laddering medium stack, an open-shove can be profitable because:
Answer Their fold frequency from pay-jump fear exceeds what pot odds alone justify
You're attacking their survival incentive, not relying on your card strength.
-
The 'core toggle' says a healthy stack with only small jumps left should:
Answer Accumulate, pressure, and play for first
When jumps are small and your stack is healthy, chasing first place is correct.
-
How often should you re-check the payout screen during a final table?
Answer At every stage, because correct strategy changes as the ladder changes
The right strategy is tied to the current ladder, which shifts as players bust.
-
Doubling your stack early in a tournament, before the money, roughly:
Answer Doubles your chances to win, since ICM distortion is minimal
Far from the payouts, chips behave much more like their face value.
-
Why do payout curves make survival most valuable DEEP in the money rather than at the bubble edge for a chip leader?
Answer The largest jumps are near the top, so protecting a deep finish guards the most equity
The top-heavy curve means the equity at stake grows as you climb toward first.
-
A medium stack facing constant big-stack aggression near a big pay jump should mostly:
Answer Fold marginal hands and pick premium spots to fight back
Their survival is precious, so they fold marginals and wait for strong hands to contest.
-
You have A-Q offsuit and 12 BB as the shortest stack, but two players are even shorter and the next jump is large. Folding A-Q here can be correct because:
Answer Guaranteed laddering past shorter stacks can beat the chip-EV shove in dollar equity
ICM can make survival worth more than a chip-positive gamble when others may bust first.
-
Being the chip leader near the money is valuable primarily because you can:
Answer Apply relentless pressure exploiting opponents' survival incentive
The pay-jump fear of others lets a big stack steal and re-shove profitably.
-
Which factor should set your risk tolerance near the money, alongside your cards?
Answer The size of the upcoming pay jump relative to your stack
Jump size directly changes how much a bust costs, and thus how much risk is worth taking.