quarta-feira, 10 de agosto de 2011

Mega-Sena acumula e pode pagar R$ 3,8 milhões nesta quinta-feira



Ninguém acertou as seis dezenas sorteadas nesta terça-feira (9) pela Caixa Econômica Federal no concurso 1.308 da Mega-Sena. O sorteio foi realizado em Alfenas (MG).
Confira os números sorteados
07 – 08 – 24 – 30 – 33 – 47.
De acordo com a Caixa, o prêmio acumulou e deve ser de R$ 3,8 milhões, que será sorteado nesta quinta-feira (11). A Caixa informou que 75 apostas acertaram a Quina e receberão R$ 11.487,79 cada. Outros 4.417 bilhetes acertaram a Quadra e receberão prêmio de R$ 278,65 cada um.
Este foi o primeiro sorteio da série de três previstos para a semana que antecede o Dia dos Pais. A loteria, que conta com dois sorteios semanais, às quartas e sábados, terá um evento extra. Excepcionalmente, não haverá o sorteio nesta quarta-feira (10).
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á se sabe que o concurso 1.310, de sábado (13), véspera do Dia dos Pais, deve ser o de premiação maior. Todos os concursos com numeração terminada em zero e cinco recebem um valor adicional dos cinco concursos anteriores. O prêmio separado para sábado está em R$ 8,9 milhões e poderá aumentar. A aposta mínima custa R$ 2 e pode ser feita em lotéricas até as 19h do dia do sorteio.

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