What will be the winning numbers for the Super Lotto in California for tonight and the Mega Lotto on Friday?
370449
That is a great question for guro joe at:\n\nhttp://www.playnow.co.il/Games/game_eng.cfm?ID=100
891797
i dont know. \n\ni wish i knew the lottery numbers!
151926
absolutely.  "Odds of winning" is based on how many tickets are sold.
174417
win a huge lottery jackpot
519615
Yahoo! I'm sure will contact all the winners by e-mail or telephone. Good luck!
199031
The first thing you do is send a text messag to the number 59595, and the message would be the case number.  You know if you have won is if they call you back and you tell them your name and the town/cityand state you live in.  They will anounce the winner at he end of the show.
217328
pick yo own number 34,6,16,7,15 good luck
295908
If I knew the answer to this question, I would also know what the winning lottery number would be tomorrow.\n\nUnfortunately, I don't know either.
1177867
4-2 pays 45:1 in vegas\ngood luck!\n\nbest odds are on Brazil 2-0.
627999
Good luck, hope you win!!!
116969
bet. 125.00 and 250.00
239442
You're picking the wrong numbers. listen carefully, i'll tell you the winning numbers for last week 4-23-26-31-40-51.\nNo just joking, its a good idea to have three of the numbers to be even numbers and three to be odd numbers, these hit almost all the time, other than that it's all luck.
470779
it will be on the main lottery page
611349
The Powerball site says the odds on winning are 1 in 146,107,962 If you play 9 different tickets, your odds are 9/146107962.\nThe odds of getting the Play 4 winner is 1 in 10000.\n\nSo the odds of both happening are 9/1461079620000
306999
they are here\nhttp://www.powerball.com/
908589
Well, unfortunately, in order to have a good chance of winning the big prize, you'll probably have to spend more than the prize itself.  \n\nTo calculate the odds of winning, we start by finding the odds of getting one number.  In your scenario, it seems that there are 80 numbers, of which you've picked 40.  Neither the actual numbers themselves, nor the order they are selected makes any difference, since, presumably, each number has an equal chance of being picked.  For the first number, our odds are 40/80, or 1/2, since we have picked 40 numbers out of 80 total.  Not too bad, huh?\n\nWell, here's where it gets rough in a hurry.  We now need to get the second number.  The odds of us having this number have changed slightly, since one number is now off the board, to 39/79 (we have 39 numbers left, the board has 79 left).  This number must then be multiplied to the previous number, as only half of the situations have us selecting the first number correctly.  This comes out to 0.2468, or a little less than 1/4.\n\nContinuing along, each successive number has slightly decreasing odds, and must also be multiplied by the earlier odds as well.  So the odds on the third number are 40/80 * 39/79 * 38/78.  And so on, until we've calculated the odds of picking the 20th number (21/61) and multiplied it to the other 19 values.\n\nThe final value is a miniscule .00000003899, or 1 in 25.7 million.  By purchasing the second ticket, your odds increase to 2 in 25.7 million, with three tickets, the odds are 3 in 25.7 million, etc.  So to even have half a chance of winning, you will need to have a staggering 12.8 million tickets.  This may seem ridiculously high, but it's how lotteries, kenos, and other similar games of chance are able to do so well.\n\nHope this helps.
960222
here's the results for today's draw:\nhttp://www.myit.com.my/fdresult/default.aspx