Skip to main content
TirageAuSort.io
Random draws

Lottery

Also called : lotto, number draw

A game of chance in which numbers are drawn at random and you win by having predicted the right ones.

A lottery is a game of chance in which numbers are drawn at random, and you win by having predicted the right ones. Players choose or are given a combination of numbers, then an official draw designates the winning combination; the more complete the match, the higher the prize. The principle is extremely simple, which makes it a textbook case for understanding chance.

The mental image is that of a large urn filled with numbered balls, from which a few are extracted one by one without ever being put back. This detail matters: the lottery is sampling without replacement, since a number already drawn cannot come back during the same draw. With each ball drawn, the urn contains one number fewer.

Computing the chances rests on combinations, that is, the number of ways to choose a group of numbers without regard to their order. In a lottery where you must find six numbers out of forty-nine, there are nearly fourteen million possible combinations, and only one is winning. The probability of landing the jackpot is therefore about one in fourteen million, which illustrates just how tiny these chances are.

It is precisely around these probabilities that misconceptions take hold. Many people think that playing "overdue" numbers, or avoiding a combination that has come up in the past, improves their chances. This is not so: each draw is independent of the previous ones, and all combinations, including a run like one, two, three, four, five, six, have exactly the same probability of coming up.

On the site, the lottery is the archetype of the pure game of chance, where no skill influences the result. The tools that draw numbers or designate winners rely on the same mechanics: a fair draw where each possible outcome receives a strictly equal chance.

Example

In a "6 out of 49" lottery, there are nearly 14 million possible combinations.

Related terms