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Roulette77

Calculator for Roulette Odds

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How the Roulette Odds Calculator Works

This calculator helps you see the odds for single-zero roulette as you place your bets. You can test one bet or combine several on the same table. The numbers update instantly, so you can see how each chip you add changes your chances.

  • Place your chips on the table wherever you want to test a bet.
  • You can add more chips if you’d like to see how higher stakes affect the odds.
  • If you click the wrong spot, the Undo button simply steps back your last move.
  • Once your bets look right, hit Calculate and check your chances in the “Your Odds” section.
  • When you want to start fresh, Clear Bets wipes the table clean.

What We Mean by Roulette Odds and Probabilities

Roulette is mostly about luck, but the numbers behind it are fixed. Every bet comes with its own chance of winning, and those chances shift depending on the type of roulette you’re playing. European and American tables look almost the same, yet the extra zero in American roulette quietly lowers the odds across the board.

In this section, we explain what odds and probability actually represent and how they help you understand the risks behind different bets.

Probability and Odds Reference for Roulette Bets

Since odds and probabilities vary between roulette versions, we’ve gathered the key figures in one place.

Bet TypeWin Chance(1 Zero)Win Chance(2 Zeros)Odds(1 Zero)Odds(2 Zeros)
Straight up2.70%2.60%pays 35 for 1pays 36 for 1
Split5.40%5.30%pays 17 for 1pays 18 for 1
Street8.10%7.90%pays 11 for 1pays 12 for 1
Corner10.80%10.50%pays 8 for 1pays 9 for 1
Basket13.20%pays 6 for 1
Six Line16.20%15.80%pays 5 for 1pays 6 for 1
Column32.40%31.60%pays doublepays double
Dozen32.40%31.60%pays doublepays double
Even / Odd48.60%47.40%even-money returneven-money return
Red / Black48.60%47.40%even-money returneven-money return
High / Low48.60%47.40%even-money returneven-money return
Roulette Bets

You can see from the table that single-zero roulette gives you slightly better chances than the double-zero version. On single-number bets, the difference is barely noticeable. Once you move to bigger bets that cover more of the table, the gap becomes clearer. That’s why outside bets are where the extra zero makes the biggest impact.

  • Important note: Probability and odds describe the same idea in different ways. Probability shows the chance of winning as a percentage. Odds compare the chance of winning against the chance of losing. In roulette, both are simply tools for understanding risk, not for predicting results.

How Roulette Odds and Probability Are Calculated

Many players want to know where roulette probabilities actually come from. The calculation itself is straightforward. You take the amount of numbers your bet covers, divide it by the total number of pockets on the wheel, and then convert the result into a percentage. That percentage represents your chance of winning that specific wager.

Let’s break this down using European roulette.

European roulette wheels contain 37 numbers, starting from 0 and ending at 36. If you place a straight-up bet on a single number, only one pocket on the wheel can win.

The calculation looks like this:

1 ÷ 37 = 0.027

When converted into a percentage, the winning chance is about 2.7%.

An even-money bet works differently because it covers more numbers. For example, red or black includes 18 pockets.

The calculation becomes:

18 ÷ 37 = 0.486

This means the winning probability is roughly 48.6%.

Turning Probability Into Odds

Once you understand probability, odds feel more intuitive. Odds don’t use percentages. They just show how many ways a bet can win compared to how many ways it can lose.

Think of a dozen bet in European roulette. There are 37 numbers on the wheel. Your bet covers 12 of them, which means 25 numbers work against you. That’s why the odds are written as 12 to 25. Over time, that simply means losses happen more often than wins.

This example uses single-zero roulette. American roulette has one extra number, so the maths shifts a bit, even though the idea stays the same.

Odds
=
Winning outcomes Losing outcomes

Probabilities
=
Covered numbers Total wheel numbers
x
100

European roulette uses 37 numbers. American roulette uses 38 numbers.

Calculating Odds for Combined Roulette Bets

Most players don’t place just one bet per spin. Many combine different wagers across the table. When that happens, probability is calculated using the total number of unique numbers covered.

Here’s an example based on European roulette.

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A player places a bet on the first dozen, adds five straight-up bets in the second dozen, and places three split bets in the third dozen. The first dozen covers 12 numbers. Five straight bets cover five more. Three splits add six additional numbers. Altogether, the bets cover 23 numbers on the wheel.

The probability is calculated like this:

23 ÷ 37 = 0.6216

Converted to a percentage, the chance of winning is 62.16%.

The odds for this setup are 23 to 14, meaning there are more winning numbers than losing ones.

Important clarification

When smaller bets sit inside a bigger one, they don’t increase your overall coverage. For instance, if you place straight-up and split bets that all fall within the first dozen, you’re still only covering those same 12 numbers. Your chances don’t change, even though you’ve placed more chips. The probability stays at about 32%, and the odds remain the same as a standard dozen bet.

Odds and Probability of Announced (French) Bets

Announced bets, often called French bets, follow a different structure. These bets cover fixed sections of the wheel rather than specific table areas. Because of that, their odds and probabilities vary depending on the bet type.

Bet NameChance RatioWin Percentage
Voisins du Zerowins 17, loses 2045.95%
Orphelinswins 8, loses 2921.62%
Tiers du Cylindrewins 12, loses 2532.53%
Jeu Zerowins 7, loses 3018.70%
Neighbourswins 5, loses 3213.80%

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