In-Depth Guide to European Roulette Odds (Updated 2026)

European Roulette uses a single-zero wheel with 37 slots, giving you the best odds in standard roulette. This guide covers every bet type, exact probabilities, payouts, and the special rules that can cut the house edge in half. All math is shown so you can verify it yourself.

European Roulette Cheat Sheet

2.70%
House Edge
vs. 5.26% American
97.30%
Expected Return
per $100 wagered
37
Number of Slots
0–36, single zero
House Edge Comparison
European (1 zero)
2.70%
European + La Partage
1.35%
American (2 zeros)
5.26%
Triple Zero
7.69%
Bet Type Payout Probability Covers
Straight Up35:12.70%1 number
Split17:15.41%2 numbers
Street11:18.11%3 numbers
Corner8:110.81%4 numbers
Line5:116.22%6 numbers
Column / Dozen2:132.43%12 numbers
Even Money1:148.65%18 numbers
Pro Tip Look for tables offering La Partage or En Prison rules. On even-money bets (red/black, odd/even, high/low), these rules cut the house edge from 2.70% down to 1.35% — the best odds you’ll find at any standard casino table game.
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How European Roulette Works

A European roulette wheel has 37 numbered slots: the numbers 1 through 36 (alternating red and black) plus a single green zero (0). The croupier spins the wheel in one direction and rolls a ball in the other. When the ball comes to rest in a numbered pocket, all bets covering that number are paid according to fixed payout ratios.

The single zero is what creates the house edge. All payouts are calculated as if there were only 36 numbers, but there are actually 37. That extra slot is the casino’s profit margin.

This is the key difference from American Roulette, which has 38 slots (adding a double zero, 00). That second zero nearly doubles the house edge from 2.70% to 5.26%. Some casinos even offer triple-zero wheels at 7.69% — avoid those entirely.

French Roulette uses the same 37-number wheel but adds special rules (La Partage and En Prison) that further reduce the house edge on even-money bets. We cover these in detail below.

European Roulette Payout & Odds Chart

Every bet in European roulette has the same house edge of 2.70%. The difference between bets is the risk-reward tradeoff: inside bets cover fewer numbers for higher payouts, while outside bets cover more numbers for smaller returns.

Bet Numbers Covered Payout Probability Odds (1 in X)
Inside Bets
Straight Up 1 35:1 2.70% 1 in 37.0
Split 2 17:1 5.41% 1 in 18.5
Street 3 11:1 8.11% 1 in 12.3
Corner 4 8:1 10.81% 1 in 9.3
Line (Double Street) 6 5:1 16.22% 1 in 6.2
Outside Bets
Column 12 2:1 32.43% 1 in 3.1
Dozen (1–12, 13–24, 25–36) 12 2:1 32.43% 1 in 3.1
Red / Black 18 1:1 48.65% 1 in 2.1
Odd / Even 18 1:1 48.65% 1 in 2.1
High (19–36) / Low (1–18) 18 1:1 48.65% 1 in 2.1
How Payouts Are Calculated The payout formula for any roulette bet is (36 ÷ numbers covered) − 1. For example, a corner bet covers 4 numbers: (36 ÷ 4) − 1 = 8, so it pays 8:1. The “missing” unit is the casino’s edge — payouts are based on 36 numbers, but there are actually 37.

Inside Bets Explained

Inside bets are placed on specific numbers or small groups of numbers on the numbered grid of the table layout. They offer higher payouts but lower probabilities of winning.

Straight-Up Bet (Single Number)
35:1 1/37 = 2.70%
Place your chip directly on any single number, including zero. This is the highest-paying bet on the table but also the hardest to hit. You’ll win once every 37 spins on average.
Split Bet (Two Numbers)
17:1 2/37 = 5.41%
Place your chip on the line between two adjacent numbers on the grid. Either number wins. This doubles your probability compared to a straight-up bet while still offering a strong payout.
Street Bet (Three Numbers)
11:1 3/37 = 8.11%
Place your chip on the outer edge of a row of three consecutive numbers (e.g., 1-2-3 or 16-17-18). Any of the three numbers wins.
Corner Bet (Four Numbers)
8:1 4/37 = 10.81%
Place your chip at the intersection where four numbers meet in a square formation (e.g., 5-6-8-9). Any of the four numbers wins. You’ll hit this roughly once every 9 spins.
Line Bet (Six Numbers)
5:1 6/37 = 16.22%
Place your chip on the outer corner shared by two adjacent rows, covering six numbers across two horizontal lines. This is the inside bet with the best hit rate — roughly one in every six spins.

Outside Bets Explained

Outside bets are placed on the areas around the numbered grid. They cover larger groups of numbers and hit more frequently, but pay less. These are the bets most players start with because the win rate is close to 50%.

Column Bet (12 Numbers)
2:1 12/37 = 32.43%
The table layout has three vertical columns of 12 numbers each. Place your chip in the “2 to 1” box at the bottom of a column. Zero is not included in any column, which is where the house edge comes from.
Dozen Bet (12 Numbers)
2:1 12/37 = 32.43%
Bet on the first dozen (1–12), second dozen (13–24), or third dozen (25–36). Same odds and payout as a column bet, just a different grouping of numbers. Zero loses on all dozen bets.
Even-Money Bets (Red/Black, Odd/Even, High/Low)
1:1 18/37 = 48.65%
These bets cover 18 of the 37 numbers and pay even money. Red/Black bets on the color of the winning number. Odd/Even bets on whether the number is odd or even. High/Low (also called 1–18 / 19–36) bets on the range. Zero loses all even-money bets in standard rules — unless the table uses La Partage or En Prison.

House Edge & Expected Value

Every bet on a standard European roulette table has the same house edge: 2.70%. This means for every $100 you wager over time, you can expect to lose $2.70 on average. The expected return is 97.30%.

House Edge Calculation House Edge = 1 / 37 = 2.703%

Here’s the logic: a straight-up bet on a single number has true odds of 36 to 1 (there are 36 other numbers), but the casino only pays 35 to 1. That missing unit, spread across 37 possible outcomes, gives the house its 2.70% edge. The same math applies to every bet on the table.

Expected Value of a $100 Bet on Red EV = (18/37 × $100) − (19/37 × $100)
EV = $48.65 − $51.35
EV = −$2.70

This is a long-run average. In any single session, variance dominates — you can win big or lose fast. But over thousands of spins, results converge on the expected value. If you want to explore how variance affects your results in games of chance, our Poker Variance Calculator demonstrates the same mathematical concepts applied to poker.

Important The house edge is a mathematical constant, not a trend. It does not change based on previous results. A roulette wheel has no memory — the probability of red is 18/37 on every spin regardless of what happened on previous spins. Strategies that assume otherwise (like doubling after losses) do not reduce the house edge.

La Partage & En Prison Rules

These are special rules found at some European and French roulette tables. They only apply to even-money bets (red/black, odd/even, high/low) and they significantly reduce the house edge.

La Partage (“The Divide”)

If the ball lands on zero while you have an even-money bet, you get half your stake back instead of losing it all. For example, a $20 bet on red that loses to zero returns $10 to you.

House Edge with La Partage Edge = (1/37) × (1/2) = 1/74 = 1.35%

En Prison (“In Prison”)

If the ball lands on zero, your even-money bet is “imprisoned” for the next spin rather than lost. If the next spin wins for your bet, you get your full stake back (but no additional winnings). If it loses, your bet is forfeited. If zero hits again, the bet stays imprisoned for another spin (rules vary by casino).

The math works out to the same 1.35% house edge as La Partage. The difference is psychological: with En Prison you have a chance to recover your full bet rather than automatically losing half.

Bottom Line A 1.35% house edge on even-money roulette bets is one of the lowest edges in the casino, comparable to well-played blackjack. If you can find a European roulette table with La Partage or En Prison rules, even-money bets become the mathematically optimal choice.

Probability Over Multiple Spins

Single-spin probabilities tell part of the story. Over multiple spins, the question changes to: “What are the chances of winning at least once in N spins?” or “What are the odds of a streak?”

Winning at Least Once in N Spins (Straight-Up Bet)

To find the probability of hitting your number at least once, calculate the chance of missing every time and subtract from 1.

P(win at least once in N spins) = 1 − P(lose all N) P(lose one spin) = 36/37 = 97.30%
P(lose 10 spins) = (36/37)¹⁰ = 0.7526 = 75.26%
P(win at least once in 10) = 1 − 0.7526 = 24.74%
Number of SpinsP(Hit at Least Once)P(Miss Every Spin)
5 spins12.85%87.15%
10 spins24.74%75.26%
20 spins42.34%57.66%
37 spins63.67%36.33%
50 spins74.69%25.31%
100 spins93.54%6.46%
200 spins99.58%0.42%

Note the 37-spin row: even after the same number of spins as there are slots on the wheel, there’s still only a 63.67% chance of hitting your number at least once. This surprises many players who expect a roughly 1-in-37 event to happen within 37 attempts.

Consecutive Wins on Even-Money Bets

The probability of consecutive wins (or losses) on even-money bets like red/black:

Consecutive Wins Formula P(N consecutive wins) = (18/37)ⁿ
Consecutive WinsProbabilityOdds (1 in X)
2 in a row23.67%1 in 4.2
3 in a row11.52%1 in 8.7
5 in a row2.73%1 in 36.6
7 in a row0.65%1 in 154.9
10 in a row0.07%1 in 1,346

Same Number Hitting Twice in a Row

The probability of the exact same number appearing on two consecutive spins:

Same Number Twice Consecutively P = (1/37) × (1/37) = 1/1,369 = 0.073%

This happens about once every 1,369 spin pairs. Rare, but not impossible — in a busy casino running 80 spins per hour, you’d expect to see it roughly once every 17 hours on a single table.

Betting Strategies

No betting system can overcome the house edge in the long run. The math is unambiguous on this point. However, strategies can affect your short-term variance profile — how your bankroll swings during a session. Here are the most common systems and what they actually do.

Martingale System
Double your bet after each loss. When you eventually win, you recover all previous losses plus one unit of profit.
Risk: Bet sizes grow exponentially. After 7 consecutive losses on a $10 starting bet, your next bet is $1,280. Table limits and bankroll limits make this system fail in practice. The math is clear: you’re trading many small wins for rare, catastrophic losses.
Fibonacci System
Follow the Fibonacci sequence for bet sizing (1, 1, 2, 3, 5, 8, 13…). After a loss, move one step forward. After a win, move two steps back.
Risk: Less aggressive than Martingale but bets still grow significantly after a losing streak. A sequence of 10 losses puts you at 89 units. Recovery is slower because you step back two positions on a win, not all the way to the start.
D’Alembert System
Increase your bet by one unit after a loss, decrease by one unit after a win. This creates a gentle escalation compared to Martingale.
Risk: The slowest-growing system of the three, which makes it more manageable for smaller bankrolls. However, during extended losing streaks, bets still climb steadily and recovery requires winning as many bets as you’ve lost.
James Bond Strategy
Spread a fixed amount across multiple bets to cover most of the table. For example, with $200: put $140 on high (19–36), $50 on the six-line covering 13–18, and $10 on zero as insurance. This covers 25 of 37 numbers.
Risk: You lose everything when numbers 1–12 hit, which happens 32.43% of the time. The coverage feels safe but the math is the same — the house edge doesn’t change based on how you distribute your bets.
Flat Betting
Bet the same amount on every spin, regardless of previous results. The simplest approach and the easiest to manage.
Risk: Lowest risk of ruin among all systems. Your expected loss is predictable and proportional to total amount wagered. This is what experienced players typically use — it preserves bankroll and keeps sessions longer.
The Math Does Not Lie Every betting system applied to European roulette has the same long-term expected value: −2.70% of total amount wagered. No arrangement of bet sizes, timing, or number selection changes this. Strategies only change the shape of your variance, not the direction. Gamble responsibly and set a loss limit before you play.
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European Roulette FAQ

What are the odds in European roulette?
The odds depend on the bet. Even-money bets (red/black, odd/even, high/low) have a 48.65% chance of winning (18 out of 37 numbers). A straight-up bet on a single number has a 2.70% chance (1 out of 37). The house edge on all standard bets is 2.70%, giving an expected return of 97.30%.
What is the house edge in European roulette?
The house edge is 2.70%, derived from the single zero on the 37-number wheel. This means for every $100 wagered over time, the expected loss is $2.70. With La Partage or En Prison rules on even-money bets, the edge drops to 1.35%.
What are the best bets in European roulette?
All bets carry the same 2.70% house edge, so mathematically no bet is “better” than another. However, even-money bets (red/black, odd/even, high/low) at tables with La Partage or En Prison rules have a reduced house edge of 1.35%, making them the best available bet in standard roulette.
What is the difference between European and American roulette?
European roulette has 37 slots (numbers 1–36 plus a single zero) with a 2.70% house edge. American roulette has 38 slots (adding a double zero, 00) with a 5.26% house edge. The payouts are identical, so European roulette always offers better odds for the player. See our full American Roulette Odds guide for the comparison.
What is the La Partage rule?
La Partage is a rule found at some European and French roulette tables. When the ball lands on zero, players with even-money bets (red/black, odd/even, high/low) receive half their stake back instead of losing it all. This cuts the house edge on those bets from 2.70% to 1.35%.
What are the European roulette payouts?
Payouts range from 35:1 for a single number (straight-up) to 1:1 for even-money bets. The full scale: Straight Up 35:1, Split 17:1, Street 11:1, Corner 8:1, Line 5:1, Column/Dozen 2:1, and Even Money 1:1. Payouts are calculated as (36 ÷ numbers covered) − 1.
Can you beat European roulette?
In the long run, no. The house edge is a mathematical constant of 2.70% (or 1.35% with La Partage) that cannot be overcome by any betting system. No strategy changes the expected value. In the short term, variance can produce winning sessions, but over thousands of spins, results will converge on the expected loss. The best approach is to choose tables with La Partage rules, set a loss limit, and treat roulette as entertainment.
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