A lottery player in France recently purchased a ticket for a massive jackpot of 5,000,000 euros. Using a computer to randomly select numbers, the player chose 7-13-21-32-45 for the main numbers and 7 as the lucky number. However, the winning combination drawn by the Française des jeux was 1-2-3-4-5 for the main numbers and 6 for the lucky number. This created a surprising situation for the player, who found it hard to believe such a simple sequence could be the winning grid. They suspected either a mistake in the draw or some form of rigging. In reality, every possible combination in the lottery has the same chance of being drawn, including the winning grid and the player's own selection, which are among the 19,068,840 possible combinations. In a separate experiment, 26 people in a French café were asked to choose two lottery grids from a list of 14, which included the winning combination. None of them selected the winning grid, 1-2-3-4-5-6, and many believed it was impossible to win with such a sequence. Interestingly, while the 1-2-3-4-5-6 combination has never won in the French lottery, a similar sequence—5-6-7-8-9-10—was drawn in the South African lottery on December 1, 2020, with a jackpot of about 6,000,000 euros. In that case, 20 players had chosen the same grid and shared the prize. This difference in how people perceive lottery numbers can be explained by cultural and psychological factors. In France, players often choose grids that they believe are more "random" and avoid sequences that seem too logical. In contrast, some South African players may opt for regular sequences out of superstition or as a personal challenge. This tendency is linked to the representativeness heuristic, a cognitive bias where people judge the likelihood of an event based on how closely it matches their mental image of what chance should look like. In a study of 472 people, 70% rejected logical sequences in lottery grids, and 84% refused to trade their chosen numbers for a more "random" combination, even if it meant a better chance of winning. Despite these biases, all lottery grids have an equal chance of being drawn. The idea that some numbers are "luckier" or more "random" is a common misconception. This misunderstanding can also lead to the gambler's fallacy, where players believe that past outcomes influence future ones. For example, in 1913 at the Monte-Carlo casino, the roulette landed on black 26 times in a row, and players increasingly bet on red, thinking the odds of red were higher. In reality, each spin is independent, and the roulette has no memory—just like the lottery. This principle reinforces the idea that every combination, whether it looks random or logical, has an equal chance of winning.