Casino Roulette Payout Chart: The Cold Numbers Behind the Spin
First off, the roulette table isn’t a magician’s stage; it’s a spreadsheet that tells you the house will still win on 5.26 % of the total wagers if you’re playing a single‑zero wheel with a 2‑to‑1 bet on the split 0‑00.
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Take the classic European layout: 37 pockets, 0‑38 % of the time the ball lands on zero, and the “outside” bets pay 1 to 1. Compare that to a modern slot like Gonzo’s Quest, where volatility can swing from 1.3× to 3× in a single spin, but at least the roulette odds are static.
Bet365 shows a payout chart that lists the exact return‑to‑player (RTP) percentages for each bet type. For instance, a straight‑up bet on number 17 yields 35 to 1, translating to a 2.70 % chance of hitting, which is mathematically the same as drawing a single red marble from a 37‑marble jar.
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Reading the Chart Like a Ledger
Every column in the chart is a ledger entry. The “column” bet on 2‑5‑8‑11‑14‑17‑20‑23‑26‑29‑32‑35 pays 2 to 1, but the probability is 12 out of 37, or 32.43 %. That’s a 32‑cent return on a $1 stake, effectively a 0.86 % edge for the house.
Unibet’s version even prints the expected loss per round: $0.0275 on a $1 bet on red, assuming the ball lands on red 18 times out of 37. Multiply that by 1,000 spins and you lose $27.50, a figure you’ll see reflected in the “loss per 100 spins” row of the chart.
And if you ignore the chart and chase a “free” spin on a side‑bet, you’ll quickly discover that the side‑bet’s RTP is often 85 % versus the main game’s 97 %.
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Practical Calculations for the Skeptical Player
Suppose you place $10 on a corner bet covering 1‑2‑4‑5. The chart states a 8 to 1 payout, meaning a win returns $80 plus your stake. The probability is 4 out of 37, or 10.81 %. Expected value = 0.1081 × $90 ≈ $9.73, a net loss of $0.27 per $10 wager.
Look at the “double street” bet: it covers 12 numbers, pays 5 to 1. Probability = 12/37 ≈ 32.43 %. Expected value = 0.3243 × $60 ≈ $19.46 on a $30 bet, losing $0.54 on average.
- Single number (straight): 1/37 chance, 35 to 1 payout.
- Split (two numbers): 2/37 chance, 17 to 1 payout.
- Street (three numbers): 3/37 chance, 11 to 1 payout.
Even the rare “top line” bet on the 0‑00‑1‑2‑3 combination in American wheels (38 pockets) offers a 6 to 1 payout, but the chance drops to 5/38, or 13.16 %, making the expected value barely better than the house edge of 5.26 %.
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Contrast this with a Starburst spin that can double your bet in 30 seconds, yet the RTP hovers around 96.1 %, meaning the house still keeps a 3.9 % cut, which the roulette chart captures more transparently.
Because the chart also flags “en prison” rules, you can calculate a half‑loss scenario: a zero lands, your even‑money bet is locked, and the next spin either returns the stake or loses it. The effective RTP climbs from 97.30 % to roughly 98.65 % when you factor in the “en prison” option.
Betting systems like Martingale look attractive on paper: double after each loss, recover previous losses plus a unit profit. Plugging the chart’s probabilities into a 5‑spin sequence shows a 0.026 % chance of hitting six consecutive reds, so the system’s risk is astronomically higher than the modest gain.
The chart even lists the “surrender” rule for French roulette: a 1 to 1 bet on the first dozen pays 2 to 1 if you surrender after a zero. The expected value improves by 0.6 % because you avoid the full loss on zero.
On the UI side, the roulette wheel graphic on the Bet365 site renders numbers so small you need a magnifying glass to read the 0‑00 segment, which is a ridiculous oversight.