Satellite EV: Comparing buy-in, seat value, and winning probability to determine whether it's +EV compared to directly playing the main event. Includes examples and FAQ.
Satellite tournaments use a smaller buy-in to win a seat in a larger event. Expected Value = Probability of winning × Seat Value − Buy-in. If your estimated win rate makes the EV higher than buying directly into the main event or playing cash games, then the satellite is worth playing.
Core Formula Satellite EV revolves around qualification tickets: chip utility is non-linear, often tighter and more risk-averse than Chip EV. Near the qualification line, fold marginal +cEV bluffs; similar to ICM-payout thinking but with a single ticket as the objective instead of a full payout tree. When ahead, preserving qualification outweighs accumulating extra chips. Use the calculator on this page to instantly compute break-even equity, then cross-check with opponent ranges, position, and turn/river plans – avoid memorizing formulas without applying them at the table. Common Mistakes Bluffing wildly and donating chips when leading in a satellite. Mistaking the qualification bubble for the Main Event money bubble and calling loosely. Helping opponents when already qualified. Also, don't treat Solver frequencies as gospel without verifying pot odds; when information is incomplete, ICM and SPR remain the first principles of tournaments. Learning Tips Divide strategy into two phases: "accumulating chips" and "securing qualification". Calculate with ICM and orbit-cost whether to play or fold. Review the strategy pivot points before and after the qualification zone. Each week, pick five real hand histories and recalculate them using the same tool; then revisit the glossary to review pot odds, ICM, SPR and other concepts that auto-link.
Scenario：Satellite $100, seat value $10,000, you estimate win rate 12%.
EV = 0.12 × 10,000 − 100 = $1,100 2. ROI approximately 1100% 3. Tool example step: satellite-ev
Need to compare EV of directly buying the main event.
Conclusion：If 12% is credible, the satellite expectation is very high; but variance is extremely high, requiring sufficient BRM.
Scenario：Win rate is only 5%, the rest is the same as above.
EV = 0.05 × 10,000 − 100 = $400 2. Still positive EV but significantly decreased
Conclusion：Context: Tool example result: satellite-ev
Should honestly assess technical skill level; 5% may still be optimistic.
Scenario：Same $100 buy-in, cash tournament expected profit $800.
Conclusion：Use the same win rate assumption to compare paths, rather than selecting tournaments by gut feeling.
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