Casino Roulette Payout Chart: The Cold Numbers Behind the Spin

Roulette isn’t a mystic oracle; it’s a spreadsheet you can stare at while the dealer clicks the wheel. Take a standard European wheel with 37 slots: 0 through 36. The payout chart is a matrix of odds, not a promise of riches. For example, betting on a single number returns 35 to 1, meaning a $10 wager yields $350 profit—if the ball lands on your chosen digit.

And the house edge? 2.70% on that same European wheel. Compare that to a Canadian 5‑card poker game where the edge drifts up to 5.0% with optimal play. The roulette chart is mathematically cleaner, though still a trap.

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Decoding the Columns: From Straight Up to Half‑Rows

First column: straight‑up bets. One slot, 35 to 1 payout. Bet $7, win $245; lose $7, that’s it. Second column: split bets, two adjacent numbers, paying 17 to 1. A $4 stake on 17/18 nets $68 if either hits. Third column: street bets covering three numbers, paying 11 to 1. Lay $3 on the 1‑2‑3 street, and a lucky spin hands you $33.

But the “outside” bets dominate the chart. Red/black, odd/even, high/low—all 1 to 1 payouts. A $20 wager on red returns $20 profit if the ball stops on any red pocket. The difference between a $20 red bet and a $20 straight‑up is a 35‑fold versus a 1‑fold return—illustrating why novices chase the former like it’s free money.

Real‑World Example: The $100 “VIP” Bonus

Imagine you’re lured by a “VIP” package from Bet365 promising a $100 bonus if you deposit $25. The fine print demands you wager the bonus 30 times on roulette. That’s $3,000 of roulette action. If you stick to even‑money bets, you’ll need a net win of $100 on a 2.70% edge—mathematically, about 37 wins versus 23 losses. The payout chart shows you can’t beat the math by hoping the ball lands on a favourite.

Or take 888casino’s free spins on a slot like Starburst. Those spins are as volatile as a split bet: you might double your stake, but the roulette chart reminds you the odds are fixed, not a fleeting burst of colour.

• Straight‑up: 35 to 1, 2.70% edge
• Split: 17 to 1, 2.70% edge
• Street: 11 to 1, 2.70% edge
• Corner: 8 to 1, 2.70% edge
• Six line: 5 to 1, 2.70% edge
• Even‑money: 1 to 1, 2.70% edge

Notice the edge never changes across bet types on a fair European wheel. The chart is a flat landscape, unlike the jagged volatility of Gonzo’s Quest, where each tumble can either crumble your bankroll or double it in seconds.

Calculating expected value (EV) for a $50 straight‑up bet: EV = (1/37 × $1,750) − (36/37 × $50) ≈ $-1.35. That negative EV is the same for a $50 red bet: EV = (18/37 × $50) − (19/37 × $50) ≈ $-1.35. No clever positioning alters the house advantage; the chart enforces it.

And the “en prison” rule sometimes offered by PokerStars’ roulette reduces the edge to 1.35% for even‑money bets. Yet the payout chart still shows a 1 to 1 return, merely postponing loss. The edge halved, but your bankroll still drifts downwards over time.

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Take a 12‑number bet (a dozen). Payout is 2 to 1. Wager $12, win $24 if any of the twelve numbers hit. The probability is 12/37 ≈ 32.4%. Expected profit = (12/37 × $24) − (25/37 × $12) ≈ $‑0.68. The chart makes that clear: larger groups dilute the payout proportionally.

But the chart also reveals hidden traps. Some online platforms display a “double zero” in a Canadian‑styled American wheel, raising the edge to 5.26%. A casual glance at the payout chart will miss that extra slot, yet the math screams louder than any promotional banner.

Because the chart is static, savvy players can spot anomalies. For instance, a live dealer roulette session at a brick‑and‑mortar casino may have a slower wheel spin, increasing the chance of a ball landing on a specific pocket due to imperfections. The payout chart, however, assumes ideal physics—a reminder that the presented odds are often a lie.

In practice, I once bet $200 on a corner (four numbers) at a high‑roller table, expecting a quick swing. The corner pays 8 to 1, so a win would’ve been $1,600. After twelve spins, I lost $2,400. The payout chart showed a 2.70% edge, but my bankroll showed the reality of variance.

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Contrast that with a $30 bet on a slot like Gonzo’s Quest, where the high volatility can produce a 10× multiplier on a single spin. The roulette chart offers no such fireworks; it delivers a consistent, predictable decline.

And if you think “free” spins on a slot are better than roulette, remember the chart: a free spin has no stake, so the house edge is irrelevant. Yet you can’t withdraw winnings from a “free” spin without playing the roulette wheel first, where the chart reigns supreme.

When a casino advertises a “gift” of 50 free bets on roulette, the fine print usually mandates a minimum bet of $10 per spin. That forces you into the 2.70% edge on a $10 stake, guaranteeing a slow bleed of $0.27 per spin on average—exactly what the payout chart predicts.

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Moreover, some online venues hide the fact that their European roulette uses a 3‑second delay before the ball lands, increasing the chance of “wheel bias” exploitation. The payout chart never mentions bias; it assumes a perfect wheel, which in reality, rarely exists.

Because the chart is indifferent to player superstition, you can’t cheat it with lucky charms. The only way to tilt odds is to find a wheel with a physical flaw—a rarity in regulated Canadian operators like Bet365, which maintains strict calibration standards.

Finally, the payout chart forces you to confront the truth: no matter how many “VIP” perks you chase, the math stays stubbornly the same. If you’re willing to bet $1,000 on a single number, you’ll either walk away with $35,000 or lose $1,000 in a heartbeat. The chart’s numbers are blunt, unforgiving, and far more reliable than any glossy ad.

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But what really grinds my gears is the UI in the roulette lobby where the bet size selector uses a 7‑point font, making it a nightmare to change a $5 stake to $500 without scrolling through an endless list of increments.