Duel Beef Every Multiplier, Solved
Beef prints four ladders and no percentage. So we copied all 61 multipliers off the live board and worked backwards. They collapse onto a single formula, and that formula gives up the house edge to the last decimal: 0.8%, identical on every rung of every difficulty.
The cow is the bust. Every step you take across the road raises the multiplier, and the run ends the moment the two meet.
Read Off the Board, Then Solved
Beef has one control that matters: a difficulty dropdown with four positions. Pick one and the client redraws the strip of step multipliers under the road. Easy gives you 19 of them, Medium 17, Hard 15 and Extreme 10, which comes to 61 published numbers in total.
On 1 September 2026 we stepped through all four settings on the live board and copied every figure. What the game does not do is print a return to player, a stake range, or a word about how the hazards are placed. The multipliers are the only hard data it offers, so the whole page is built out of them.
That turns out to be enough. In a game where you keep taking steps until you bust, the multiplier at any step has to be tied to the chance of getting there, otherwise the operator would be paying out either far too much or far too little. Divide one by the other on all 61 rungs and the same number falls out every time.
One Constant Runs the Whole Game
Start with Easy, because it is the one you can do in your head. The ladder runs 1.04, 1.10, 1.17, 1.24 and so on up to 19.84. Look at the top rung: 19.84 is 0.992 times 20. Now the tenth rung, 1.98, which is 0.992 times 2. The sixteenth, 4.96, is 0.992 times 5. Every rung on Easy is 0.992 multiplied by 20 divided by the number of steps left.
Which is exactly what a board of twenty tiles with one hazard hidden among them would pay. Reach step k and there are 20 minus k tiles you have not touched, so your chance of having got that far is (20 minus k) in 20. Turn that fraction upside down and you have the fair multiplier. Multiply by 0.992 and you have the number the client prints.
The other three settings run the same machine with more hazards. Medium behaves as three hazards in twenty tiles, Hard as five, Extreme as ten. The general rule for all 61 rungs is this:
multiplier at step k = 0.992 × C(20, h) ÷ C(20 − k, h)
where h is 1 on Easy, 3 on Medium, 5 on Hard and 10 on Extreme, and C is the ordinary "choose" function. Rounded to two decimals the way the client displays them, this reproduces all 61 published multipliers with zero misses.
The top rungs are the cleanest proof, because nothing gets lost in rounding. Extreme pays 183,277.95x, and 0.992 times C(20,10) is 183,277.952. Hard pays 15,379.97x, and 0.992 times C(20,5) is 15,379.968. Medium pays 1,130.88x, and 0.992 times C(20,3) is 1,130.88 exactly. Those are not approximations that happen to be close. They are the same numbers.
So the 0.992 is not a coincidence of one ladder. It is the price tag on the entire game, and it says the house keeps 0.8% of every stake, or $80 per $10,000 wagered, no matter which difficulty you pick or where you decide to stop.
What Difficulty Actually Buys
Hazard count, step count, the chance the first step survives, and the odds of walking a full run. The last column is the average return across that ladder's rungs after the client rounds each multiplier to two decimals.
| Difficulty | Hazards in 20 | Steps | First step survives | Full clear | Top rung | Mean return |
|---|---|---|---|---|---|---|
| Easy | 1 | 19 | 95% | 1 in 20 | 19.84x | 99.15% |
| Medium | 3 | 17 | 85% | 1 in 1,140 | 1,130.88x | 99.22% |
| Hard | 5 | 15 | 75% | 1 in 15,504 | 15,379.97x | 99.21% |
| Extreme | 10 | 10 | 50% | 1 in 184,756 | 183,277.95x | 99.18% |
The full-clear column is the giveaway. Those four figures are 20, 1,140, 15,504 and 184,756, which are the exact counts of ways to hide 1, 3, 5 and 10 hazards among 20 tiles. If the board were built any other way the ladder would not land on them.
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Difficulty is free
Before rounding, Easy and Extreme cost exactly the same: 0.8% of stake. The dropdown changes the shape of your session and nothing else. That is the opposite of Plinko, where the wrong setting costs 2.13 times as much as the right one.
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Best single rung: Medium, step 2
Rounding 1.3859 up to 1.39 hands back a little, and that rung returns 99.495%. It is the cheapest cash-out point anywhere on the game, at $50.53 per $10,000 rather than $80.
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Worst single rung: Easy, step 1
The true value is 1.0442 and the client prints 1.04, which is a fifth of a percent shaved off the shortest possible run. That rung returns 98.800%, or $120 per $10,000, the only figure on the game worse than 99%.
All 61 Rungs, Priced
Every cash-out point on the game: the chance of reaching it, the multiplier the board pays there, what that combination returns, and the expected cost of putting $10,000 through it. Filter by difficulty.
| Cash-out point | Chance of reaching | Multiplier | Return | Cost per $10k |
|---|---|---|---|---|
| Easy, step 1 | 95.00% | 1.04x | 98.800% | $120.00 |
| Easy, step 2 | 90.00% | 1.10x | 99.000% | $100.00 |
| Easy, step 3 | 85.00% | 1.17x | 99.450% | $55.00 |
| Easy, step 4 | 80.00% | 1.24x | 99.200% | $80.00 |
| Easy, step 5 | 75.00% | 1.32x | 99.000% | $100.00 |
| Easy, step 6 | 70.00% | 1.42x | 99.400% | $60.00 |
| Easy, step 7 | 65.00% | 1.53x | 99.450% | $55.00 |
| Easy, step 8 | 60.00% | 1.65x | 99.000% | $100.00 |
| Easy, step 9 | 55.00% | 1.80x | 99.000% | $100.00 |
| Easy, step 10 | 50.00% | 1.98x | 99.000% | $100.00 |
| Easy, step 11 | 45.00% | 2.20x | 99.000% | $100.00 |
| Easy, step 12 | 40.00% | 2.48x | 99.200% | $80.00 |
| Easy, step 13 | 35.00% | 2.83x | 99.050% | $95.00 |
| Easy, step 14 | 30.00% | 3.31x | 99.300% | $70.00 |
| Easy, step 15 | 25.00% | 3.97x | 99.250% | $75.00 |
| Easy, step 16 | 20.00% | 4.96x | 99.200% | $80.00 |
| Easy, step 17 | 15.00% | 6.61x | 99.150% | $85.00 |
| Easy, step 18 | 10.00% | 9.92x | 99.200% | $80.00 |
| Easy, step 19 | 5.00% | 19.84x | 99.200% | $80.00 |
| Medium, step 1 | 85.00% | 1.17x | 99.450% | $55.00 |
| Medium, step 2 | 71.58% | 1.39x | 99.495% | $50.53 |
| Medium, step 3 | 59.65% | 1.66x | 99.018% | $98.25 |
| Medium, step 4 | 49.12% | 2.02x | 99.228% | $77.19 |
| Medium, step 5 | 39.91% | 2.49x | 99.382% | $61.84 |
| Medium, step 6 | 31.93% | 3.11x | 99.302% | $69.82 |
| Medium, step 7 | 25.09% | 3.95x | 99.096% | $90.35 |
| Medium, step 8 | 19.30% | 5.14x | 99.193% | $80.70 |
| Medium, step 9 | 14.47% | 6.85x | 99.145% | $85.53 |
| Medium, step 10 | 10.53% | 9.42x | 99.158% | $84.21 |
| Medium, step 11 | 7.37% | 13.46x | 99.179% | $82.11 |
| Medium, step 12 | 4.91% | 20.19x | 99.179% | $82.11 |
| Medium, step 13 | 3.07% | 32.31x | 99.197% | $80.26 |
| Medium, step 14 | 1.75% | 56.54x | 99.193% | $80.70 |
| Medium, step 15 | 0.8772% | 113.09x | 99.202% | $79.82 |
| Medium, step 16 | 0.3509% | 282.72x | 99.200% | $80.00 |
| Medium, step 17 | 0.0877% | 1,130.88x | 99.200% | $80.00 |
| Hard, step 1 | 75.00% | 1.32x | 99.000% | $100.00 |
| Hard, step 2 | 55.26% | 1.80x | 99.474% | $52.63 |
| Hard, step 3 | 39.91% | 2.49x | 99.382% | $61.84 |
| Hard, step 4 | 28.17% | 3.52x | 99.170% | $82.97 |
| Hard, step 5 | 19.37% | 5.12x | 99.170% | $82.97 |
| Hard, step 6 | 12.91% | 7.68x | 99.170% | $82.97 |
| Hard, step 7 | 8.30% | 11.95x | 99.198% | $80.21 |
| Hard, step 8 | 5.11% | 19.42x | 99.204% | $79.57 |
| Hard, step 9 | 2.98% | 33.29x | 99.200% | $79.99 |
| Hard, step 10 | 1.63% | 61.03x | 99.197% | $80.26 |
| Hard, step 11 | 0.8127% | 122.06x | 99.197% | $80.26 |
| Hard, step 12 | 0.3612% | 274.64x | 99.199% | $80.08 |
| Hard, step 13 | 0.1354% | 732.38x | 99.200% | $79.99 |
| Hard, step 14 | 0.0387% | 2,563.33x | 99.200% | $79.99 |
| Hard, step 15 | 0.0064% | 15,379.97x | 99.200% | $80.00 |
| Extreme, step 1 | 50.00% | 1.98x | 99.000% | $100.00 |
| Extreme, step 2 | 23.68% | 4.19x | 99.237% | $76.32 |
| Extreme, step 3 | 10.53% | 9.42x | 99.158% | $84.21 |
| Extreme, step 4 | 4.33% | 22.89x | 99.214% | $78.64 |
| Extreme, step 5 | 1.63% | 61.03x | 99.197% | $80.26 |
| Extreme, step 6 | 0.5418% | 183.09x | 99.197% | $80.26 |
| Extreme, step 7 | 0.1548% | 640.83x | 99.200% | $80.03 |
| Extreme, step 8 | 0.0357% | 2,776.94x | 99.200% | $80.00 |
| Extreme, step 9 | 0.0060% | 16,661.63x | 99.200% | $80.00 |
| Extreme, step 10 | 0.0005% | 183,277.95x | 99.200% | $80.00 |
Return is the chance of reaching the rung multiplied by the multiplier printed there. Where it is not exactly 99.200% the difference is display rounding on a small number, which is why the deviations shrink to nothing as the multipliers get large. Multipliers read off duel.com/beef on 1 September 2026.
What You Actually Control
Two tabs sit above the bet field. Manual gives you a bet amount with half, double and max shortcuts, the difficulty dropdown, and a Start Game button. Auto adds a step target, a bet count that includes an infinity option, reset or increase rules on a win and on a loss, and stop points for profit and loss. There is no turbo mode and no side bet.
Once a round starts the only live decision is when to stop. The layout is fixed before your first step, so pressing on is not reading the board, it is choosing a wider spread of outcomes at the same price.
- • Step count always equals 20 minus the hazard count
- • Easy clears once in 20 runs, Extreme once in 184,756
- • Every stopping point has the same expected value
- • Autobet changes variance and pace, never the 0.8%
Three Answers, and Only One of Them Shows Its Working
Ask what Beef returns and you get three different answers depending on where you look. The board itself carries a Zero Edge key and publishes no percentage at all. Catalogue listings file the game at 100% along with the rest of the Duel originals. And a handful of third-party write-ups put it at 99.2%, treating Beef as the one original left off the rolling 100% promotion.
We did not take any of those. We solved the ladder, and the ladder says 99.2%. That is the same figure the third-party write-ups reach, which is worth saying plainly, but they quote it and we can show where it comes from: 0.992 is sitting in every one of the 61 multipliers the game prints, and the three exact top rungs leave no room to argue about rounding.
None of which makes Beef a bad seat. An edge of 0.8% is better than every slot in the same lobby and better than almost anything on a land-based floor. It is simply not zero, and it is not the 100% the catalogues list. It is also not recovered elsewhere: the instant rakeback schedule pays back 50% of the edge on slots and 60% on live blackjack and leaves the in-house originals out, on the grounds that they already return everything.
For context on how the rest of the shelf prices up, Plinko spans 0.513% to 1.094% depending on a setting the interface never flags, and Mines comes in at 0.1%. Beef sits between them, and unlike Plinko it charges the same price wherever you sit.
What the Seeds Prove and What They Do Not
The Provably Fair control on the Beef board runs the same commit and reveal scheme as the rest of the originals. The server generates a seed, hashes it, and shows you the hash before you bet. You supply a client seed of your own, and a nonce counts each round. Those three values are hashed together and the digest decides which of the twenty positions the hazards occupy.
Rotate the seed pair and the server hands over the plaintext seed it committed to. Hash it, check it against what you were shown, and you have proof the layout was fixed before your first step rather than picked in response to it. That is a real guarantee, and it is the one thing on the board that is not open to interpretation.
It is also a guarantee about honesty, not about price. A perfectly verifiable round can still pay 0.992 of what a fair round would, and on Beef that is exactly what it does. The full verification walkthrough covers the seed rotation flow as it applies to Dice, Crash and the rest.
Two things the operator still does not publish anywhere we could find: a stake range for Beef, and a launch date. Catalogue listings put the release at 1 July 2026, and nothing on duel.com confirms or contradicts it.
Questions About the Numbers
99.2%, worked out from the game's own ladders rather than quoted. Every one of the 61 multipliers across the four difficulties equals 0.992 divided by the chance of reaching that step, so the house keeps 0.8% of stake at every cash-out point on every setting. That is $80 per $10,000 wagered. The board carries a Zero Edge badge and prints no percentage of its own.
The payout curve is exactly the one produced by 20 positions with a fixed number of them fatal. Easy behaves as one hazard in 20, Medium as three, Hard as five and Extreme as ten, which leaves 19, 17, 15 and 10 safe steps respectively. The step count on each difficulty is the number of manhole buttons the client draws, and it always equals 20 minus the hazard count.
183,277.95x, the top rung on Extreme. It is 0.992 times 184,756, and 184,756 is the number of ways to place ten hazards among twenty tiles. Clearing that run happens once in 184,756 attempts. Easy tops out at 19.84x, Medium at 1,130.88x and Hard at 15,379.97x, and each of those is the same constant times 20, 1,140 and 15,504.
None of them, which is the unusual part. Before display rounding the return is 99.2% on every rung of all four settings. Rounding the printed multipliers to two decimals is the only thing that moves it, and the spread that creates runs from 98.800% on Easy step 1 to 99.495% on Medium step 2. Difficulty buys variance, not a better price.
No. The chance of reaching a step and the multiplier paid there are exact reciprocals scaled by 0.992, so the expected return of stopping at step 1 and the expected return of going for the last rung are the same number. Stopping early narrows the outcomes, and pushing on widens them, but neither is worth anything in expectation.
The Zero Edge control sits at the bottom left of the Beef board, but the ladder printed above it keeps 0.8% of stake. Catalogue listings file Beef at 100%, and the operator publishes no per-game figure on the page itself. The multipliers are the only hard evidence on offer, and they land on 99.2% to the last decimal on all 61 rungs.
1 in 20 on Easy, 1 in 1,140 on Medium, 1 in 15,504 on Hard and 1 in 184,756 on Extreme. Those four numbers are the binomial coefficients for choosing 1, 3, 5 and 10 hazards from 20 tiles, which is the cleanest confirmation that the model behind the ladder is right.
Yes. A Provably Fair control sits on the board next to the Zero Edge badge, and it runs the same commit and reveal scheme as the rest of the originals: a hashed server seed shown before the round, a client seed you set, and a nonce that increments each bet. Rotating the pair reveals the plaintext server seed so you can re-hash it and confirm the hazard layout was fixed before you took the first step. Honest settlement is not the same thing as a zero edge, and the ladder is where the 0.8% shows up.
18+ · Gamble responsibly · Ladders read at duel.com/beef on 1 September 2026 · Affiliate link disclosed