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EuroMillions [a] is a transnational lottery that requires seven correct numbers to win the jackpot, which consists of 5 main numbers and 2 Lucky Star Numbers. It was launched on 7 February 2004 by France 's Française des Jeux , Spain 's Loterías y Apuestas del Estado and the United Kingdom 's Allwyn .
€240.0 million (US$258.3 million/£205.8 million) was the largest jackpot in the Euromillions history in the pan-European EuroMillions , won on 8 December 2023, the ticket was sold in Austria. [78] £195.7 million was the largest prize won by a British winner in the pan-European EuroMillions in sterling currency, won on 19 July 2022. [78]
For an extra €1 per line, players can enter their five main EuroMillions numbers in an additional draw for a fixed, non-rolling jackpot of €500,000. Players can also win fixed prizes of €2,000 for a Match-4 and €20 for a Match-3. The odds of winning the Plus jackpot are 1 in 2,118,760. [81]
Players are being urged to once again check their tickets to see if they can claim the prize in Tuesday’s draw. The winning numbers (and we promise, these really are the correct ones) were 07 ...
Switzerland: Swisslos: Swiss Lotto, EuroMillions Loterie Romande: Swiss Loto, EuroMillions, Magic 3, Magic 4, and Banco Turkey : The National Lottery Administration under the name of Milli Piyango including Çılgın Sayısal Loto(6/90), Süper Loto(6/60), Şans Topu(5/34 + 1/14), On Numara and jackpots are NO state-run company.
A UK ticket-holder has won the £177m EuroMillions jackpot, scooping the third biggest prize ever seen in the country. The winning numbers were 7, 11, 25, 31, 40 with lucky stars 9 and 12. Andy ...
A UK ticket-holder is set to become the third-biggest National Lottery winner of all time after claiming a £177m jackpot from Tuesday’s EuroMillions draw. Ticket-holders were urged to check ...
The numerator equates to the number of ways to select the winning numbers multiplied by the number of ways to select the losing numbers. For a score of n (for example, if 3 choices match three of the 6 balls drawn, then n = 3), ( 6 n ) {\displaystyle {6 \choose n}} describes the odds of selecting n winning numbers from the 6 winning numbers.