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Lotto 6/49 is one of three national lottery games in Canada. Launched on June 12, 1982, Lotto 6/49 was the first nationwide Canadian lottery game to allow players to choose their own numbers. Launched on June 12, 1982, Lotto 6/49 was the first nationwide Canadian lottery game to allow players to choose their own numbers.
The Canadian Lotto 6/49 is one of its two national lottery games. Typically, six-number games cost $1 per play. and most are drawn twice weekly, often Wednesdays and Saturdays. Typically, six-number games cost $1 per play. and most are drawn twice weekly, often Wednesdays and Saturdays.
Belgium: Loterie Nationale or Nationale Loterij(Lotto 6/45, Joker+, Keno, Pick 3), Vikinglotto and EuroMillions Bulgaria: The state lottery is organized by the Bulgarian Sports Totalizator (Bulgarian: Български спортен тотализатор). Its most popular game is TOTO 2 (6/49, 6/42, 5/35, 5/50+1/12).
6/49 may refer to: Lotto 6/49, a lottery in Canada; Super Lotto 6/49, a lottery in the Philippines This page was last edited on 25 December 2016, at 21:48 (UTC). ...
Lotto 6/49 (national) — draws on Wednesdays and Saturdays; Lotto Max (national) — draws on Tuesdays and Fridays Twist (regional) — a regional add-on for Lotto Max in Atlantic Canada. [8] Atlantic 49 (regional) – draws on Wednesdays and Saturdays; Hit or Miss (regional) – a daily draw game that includes an instant win component
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SuperLotto Plus is a lotto game played in the style of Mega Millions and Powerball. SuperLotto Plus is drawn every Wednesday and Saturday. The game began in 1986 as Lotto 6/49 (which was played similarly to the Canadian version of the game), then changed to SuperLotto somewhere in the 90s (with the matrix of 6/51).
The panel randomly chooses one set using cards and its chosen card is shown. In the lot games such as the Super Lotto 6/49 and 2D Lotto, the balls are of one colour, and each set may have a different colour. In the digit games such as the 6D Lotto, no matter the set is chosen, each digit from 0 to 9 has a different colour, and each set is ...