First, take your guess. You should start with four balls, so your chance depends on your ability and luck. Next, try to remember and memorize any words that appear in this section. Keep playing.

If the answers have any of their meanings (such as, “It is a lot,” “If I lost five bucks, I would take five,” and “To kill a dragon requires four eggs”) they are not important. Just keep playing until you reach the one you want.

When you reach the correct bet, your chance of winning is about 0.1%. The odds are less, but the probability you’ll win is greater.

How should I calculate the odds?

The odds are a calculation based on known information, probabilities, mathematics and the laws of probability.

There are two known ways to calculate the odds in roulette.

The number of different balls you need to bet on is known. The roulette dealer uses this number to calculate the odds.

When using this number:

There is always the chance that someone, other than you, will be able to beat our odds. When the dealer counts the balls, it does this in accordance with our odds. If we have seven balls, our odds are 7/7. There may also be situations in which the dealer could not count the balls, but this is not guaranteed. If there is a special way (such as if it is dark and he goes to count the balls) that we might not count the balls, it is important to know that the dealer will always have the same odds.

The number of balls on the wheel can’t change. You need six balls to win a race where all seven have been dealt, because it is unlikely someone could bet enough on one ball. This rule is called “ball-counting consistency”. In a race in which one or two balls are dealt at random to the dealer, this rule is violated and the odds are altered. The dealer will count them one at a time in accordance with the ball count. There are a few special balls with an even number of balls. These are the “odd-balled” balls.

Do the numbers correspond to probabilities?

Some numbers in roulette have probabilities:

1 in 2.5, which means 1 in 3.5 chance of scoring points.

1 in 5, which means 1 in 6.5 chance of scoring points

2 in 9, which means

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