Roulette Betting Systems Simulator

Can a betting system change the outcome of roulette? From Martingale and Fibonacci to Labouchere and Flat Betting, players have developed numerous ways to manage their stakes. But while these systems change how much you bet, they cannot change the odds of the wheel.

Our free Roulette Betting Systems Simulator lets you explore six popular strategies using European roulette. You can spin the wheel, test consecutive losses or compare all six systems against the same sequence of roulette outcomes.

Choose your starting bankroll, base unit and table maximum to see how each strategy performs when wins, losses and betting limits come into play.

The simulator is designed to help you understand the mathematics and risks behind roulette betting systems – not to predict results or guarantee profits.

SPINS247 INTERACTIVE TOOLS

Roulette Betting Systems Simulator

Explore six staking systems on European roulette. Simulate spins, test losing streaks, or compare strategies using identical wheel outcomes.

All amounts are currency-neutral units. Bets are always on black, an even-money outside bet. European roulette has 18 black, 18 red and one green zero.

Bankroll—
Next bet—
Net result—
Spins0

Set your parameters and start spinning.

Spin history

No spins yet.
How each betting system works
  • Martingale: Double after a loss; reset after a win.
  • Paroli: Double after a win; reset after a loss or three consecutive wins.
  • Fibonacci: Move one position forward after a loss and two back after a win (1, 1, 2, 3, 5…).
  • D'Alembert: Add one unit after a loss; subtract one after a win (minimum one unit).
  • Labouchere: Start with [1, 2, 3, 4]. Bet the sum of the first and last numbers; add the lost units after a loss, or remove both ends after a win. After clearing the sequence, start a new cycle.
  • Flat Betting: Always bet one unit.

Educational simulation only. No betting system changes the house edge. On standard European roulette, black wins 18/37 spins and loses 19/37 (including zero); the house edge is approximately 2.70% of total money wagered. Past outcomes do not influence future spins. No real money is involved.

Understanding the Simulation Results

A betting system can finish with a profit, run out of money or reach the table maximum. None of these outcomes changes the mathematical advantage held by the casino.

Black wins
48.65%
18 of 37 outcomes
House edge
2.70%
European roulette
Important: Simulation, not prediction
Every spin is independent. Betting progressions cannot predict future outcomes, eliminate the house edge or guarantee a profit.

The simulator uses European roulette, a single zero and even-money bets on black. Results are shown in currency-neutral units. Bankroll and table limits may stop a strategy before the selected number of spins is completed.

For educational purposes only. Gambling involves financial risk. Never gamble with money you cannot afford to lose.

How Roulette Betting Systems Work

Roulette betting systems determine how much you stake after a win or loss. They do not influence where the ball lands.

18
Black
18
Red
1
Zero

The Mathematics of a 10-Unit Bet on Black

Win probability 18/37 = 48.65%
Loss probability 19/37 = 51.35%
Expected net result per 10 units staked
−0.27 units
(18 × 10 − 19 × 10) ÷ 37 = −0.27027...
Negative Progression
Increase stakes after losses, as in Martingale. The aim is to recover previous losses when a win occurs.
Positive Progression
Increase stakes after wins, as in Reverse Martingale. A losing spin ends the winning progression.
The house edge remains approximately 2.70% of the amount wagered, regardless of the betting progression. A system changes the pattern and size of stakes, not the underlying odds.
Betting System 01 / 06

Martingale Roulette System

The Martingale betting system doubles the stake after every loss and returns to the base unit after a win. The objective is to recover previous losses and make a profit equal to one base unit, provided the next required bet can be placed.

Six Consecutive Losses – Starting With 10 Units

Spin 1
10
Balance: 990
Spin 2
20
Balance: 970
Spin 3
40
Balance: 930
Spin 4
80
Balance: 850
Spin 5
160
Balance: 690
Spin 6
320
Balance: 370
Bet progression: 10 → 20 → 40 → 80 → 160 → 320
Total Lost
630
10 + 20 + 40 + 80 + 160 + 320
Next Required Bet
640
Double the previous 320-unit stake

Why Martingale Stops

With a table maximum of 500 units, the next required bet of 640 cannot be placed. The player still has 370 units, but the system cannot continue. In this example, the next bet also exceeds the remaining bankroll.

What this demonstrates: Martingale can produce many small recoveries, but consecutive losses cause the required stake to grow exponentially. A table limit or insufficient bankroll can end the progression before a recovery occurs. The system does not overcome roulette's house edge.

Betting System 02 / 06

Reverse Martingale (Paroli)

Unlike traditional Martingale, the Reverse Martingale (Paroli) system increases stakes after wins rather than losses. A losing spin resets the stake to the base unit. In our simulator, the progression is also reset after three consecutive wins.

Three Consecutive Wins

WIN 1
10
Balance: 1,010
WIN 2
20
Balance: 1,030
WIN 3
40
Balance: 1,070
Total profit after three wins
+70 units
10 + 20 + 40 = 70. The next stake resets to 10 units.

What If the Third Spin Loses?

The first two spins win, but the third loses:
+10 + 20 − 40 = −10
Despite winning two out of three spins, the player finishes 10 units below the starting bankroll. The next bet returns to the base unit of 10.

What this demonstrates: Paroli can produce larger gains during consecutive wins, but a single loss can erase the profits accumulated earlier in the progression. Limiting the sequence to three wins prevents unlimited stake escalation, but it does not eliminate risk or overcome the house edge.

Betting System 03 / 06

Fibonacci Roulette System

The Fibonacci betting system follows a mathematical sequence in which each number is the sum of the previous two: 1, 1, 2, 3, 5, 8, 13 and so on. After a loss, the player moves one step forward. After a win, the player moves two steps back, without going below the first step.

Nine Consecutive Losses – Starting With 10 Units

Spin 1
10
Balance: 990
Spin 2
10
Balance: 980
Spin 3
20
Balance: 960
Spin 4
30
Balance: 930
Spin 5
50
Balance: 880
Spin 6
80
Balance: 800
Spin 7
130
Balance: 670
Spin 8
210
Balance: 460
Spin 9
340
Balance: 120
10 + 10 + 20 + 30 + 50 + 80 + 130 + 210 + 340 = 880
Total Lost
880
units after nine losses
Next Required Bet
550
units for spin 10

Why the Progression Stops

With a starting bankroll of 1,000 units and a table maximum of 500 units, the player has only 120 units remaining after nine losses. The next required bet of 550 exceeds both the table maximum and the available bankroll.

What this demonstrates: Fibonacci grows more slowly than Martingale, but consecutive losses still create increasingly large stakes. Unlike Martingale, a win moves the sequence back two steps instead of immediately resetting the stake. The system cannot remove the house edge.

Betting System 04 / 06

D'Alembert Roulette System

The D'Alembert betting system uses a linear progression. After every loss, the stake increases by one base unit. After every win, it decreases by one base unit, but never falls below the starting stake. Unlike Martingale, the bet does not double after a loss.

A Linear Losing Progression

Spin 1
10
Spin 2
20
Spin 3
30
Spin 4
40
Spin 5
50
Spin 6
60
Spin 7
70
Spin 8
80
Eight consecutive losses: 10 + 20 + 30 + 40 + 50 + 60 + 70 + 80 = 360 units lost.
After 13 Consecutive Losses
−910
90 units remaining from 1,000
Next Required Bet
140
Below table limit, above bankroll

Slower Growth Does Not Eliminate Risk

After 13 consecutive losses, the total amount lost is:

10 × (1 + 2 + ... + 13) = 910

The next stake of 140 is below the table maximum of 500, but the player has only 90 units remaining. The progression stops because of insufficient bankroll.

What this demonstrates: D'Alembert avoids the exponential increases of Martingale, but losses still accumulate. The slower progression does not guarantee recovery, and the casino's mathematical advantage remains unchanged.

Betting System 05 / 06

Labouchere Roulette System

The Labouchere betting system, also known as the cancellation system, uses a sequence of numbers to determine each stake. The player adds the first and last numbers together. After a win, those numbers are removed. After a loss, the stake expressed in base units is added to the end of the sequence.

How the Number Sequence Works

1
2
3
4
First + last = 1 + 4 = 5 units
With a base unit of 10
5 × 10 = 50
Initial stake

If the Bet Wins

2
3
Remove the outer numbers, 1 and 4. The remaining sequence is 2–3. The next stake is 50 units.

If the Bet Loses

1
2
3
4
5
Append 5 to the sequence. The next stake becomes (1 + 5) × 10 = 60 units.

What Happens After Repeated Losses?

With a starting bankroll of 1,000 units and a base unit of 10, ten consecutive losses produce the following stakes:

50 + 60 + 70 + 80 + 90 + 100 + 110 + 120 + 130 + 140 = 950
Total Lost
950
Next Required Bet
150

Only 50 units remain. Although the next required bet of 150 is below the table maximum of 500, it exceeds the available bankroll. The progression therefore stops.

What this demonstrates: Labouchere attempts to recover losses through its changing number sequence. Wins shorten the sequence, while losses extend it and increase the required stakes. Once the sequence is cleared, our simulator restarts it at 1–2–3–4. Neither this reset nor the progression changes roulette's house edge.

Betting System 06 / 06

Flat Betting Roulette System

Flat Betting is the simplest strategy in our simulator. The player uses the same stake on every spin, regardless of whether the previous bet won or lost. Unlike progression systems, Flat Betting does not increase the next stake to recover earlier losses.

The Stake Never Changes

#1
10
#2
10
#3
10
#4
10
#5
10
#6
10
#7
10
#8
10
#9
10
#10
10
Whether the previous spin wins or loses, the next stake remains 10 units.
48 Consecutive Losses
−480
48 × 10 units
Remaining Bankroll
520
Starting from 1,000 units

Fixed Stakes, Variable Outcomes

Flat Betting avoids escalating stakes after losses, but the bankroll can still be exhausted. Consider a sequence of 100 consecutive losing spins:

100 × 10 = 1,000 lost

With a starting bankroll of 1,000 units, the player would have nothing left after those 100 losses. The fixed stake limits the amount risked on each individual spin, but not the total potential loss over time.

What this demonstrates: Flat Betting keeps the stake predictable and avoids the rapid increases associated with progression systems. However, wins and losses still follow the probabilities of European roulette, and the house edge remains unchanged.

Comparing the Six Roulette Betting Systems

Each roulette betting system follows different staking rules. The main differences are how quickly stakes increase, how wins affect the progression and when bankroll or table limits prevent further betting. None changes the underlying probability of winning.

Martingale

Double the stake after every loss.

Main risk: Rapid stake growth

Reverse Martingale

Double after wins; reset after a loss or three wins.

Main risk: Losing accumulated gains

Fibonacci

Advance after losses and move back two steps after wins.

Main risk: Increasing recovery stakes

D'Alembert

Increase or decrease by one base unit.

Main risk: Accumulating losses

Labouchere

Adjust a number sequence after wins and losses.

Main risk: Expanding sequences

Flat Betting

Keep the same stake on every spin.

Main risk: Cumulative bankroll loss

Frequently Asked Questions

Can a roulette betting system guarantee a profit?

No. Betting systems change the size of individual stakes, not the probabilities of the roulette wheel. Every standard even-money bet on European roulette retains a house edge of approximately 2.70%.

Which roulette betting system is the safest?

No betting system makes roulette risk-free. Flat Betting keeps individual stakes predictable and avoids progressive increases, but it cannot prevent cumulative losses or guarantee that a bankroll will last.

Why do roulette betting systems stop at table limits?

Progression systems may require a stake larger than the casino's table maximum. A system can also stop when the next required stake exceeds the remaining bankroll, even if the player still has money left.

Is European roulette better than American roulette?

European roulette has 37 pockets, including one zero, and a standard house edge of approximately 2.70%. American double-zero roulette has 38 pockets and a standard house edge of approximately 5.26%. European roulette therefore offers better mathematical odds across virtually all standard roulette bets, not just even-money wagers. Certain special bets and table rules may affect the house edge.

More From Spins247.com

Explore Roulette With Spins247.com

At Spins247.com, we explore casino games through practical explanations, mathematical examples and interactive tools. Our goal is to help readers understand how games work, what the numbers mean and which risks deserve attention.

Continue Exploring Roulette

Discover roulette rules, betting options and the mathematics behind the wheel in our main roulette guide.

Explore Our Roulette Guide →
Educational content only. Roulette outcomes are random, and no betting system guarantees a profit.