winning lottery numbers?
363341
4 8 15 16 23 mega ball 42
469134
What are the numbers for the Tennessee lotto?  I'll split it with you.....)(
514377
There are 20! possible orderings for picking the numbers from the hat. Only one has them in order, so 1/20!.\n\nAnother way to look at it is that when there are 20 numbers in the hat, your chances are 1/20 of picking the 1. Then they are 1/19 of picking the 2, then 1/18 of picking the 3 etc.\n\nSo the chances are (1/20)(1/19)(1/18)...(1/2)(1/1)\n\nIf you threw the numbers back in each time, the probablity of pulling them out in order would be 1/(20^20).
188944
cannot predict.. Only Jesus can help you out to offer the lottery amount to you. :o)
185942
It depends on which lottery, but typically they have to publish the odds.  Typical odds for a six ball game are 1 in 7.1 million. The odds of drowning in your bathtub are about 1 in 700,000.  So you are ten times more likely to drown in your tub than to win the lottery.\n\nParadoxically, winning doesn't change your odds of winning again. So if you buy a ticket, your odds of winning are say 1 in 7 million, and if you win, and buy another ticket the next day, your odds off winning with that ticket are the same, assuming the game is the same.\n\nBut save your dollar.
223632
Be very careful with this type of thing.  In fact, run the other direction.  Hit your delete button first.\n\nIt has been my experience that these types of "lotteries" or "lottery winning numbers" are just a con or scam!\n\nDon't give them any of your personal information, and DON'T send them ANY money!
997327
Draw #Draw Date   Winning Numbers    Mega\n102       06/13/2006   23 24 33 20 1        29
745507
diidy, how could the odds get worse when you buy more tickets?\n\nI think there are actually two answers, depending on whether each ticket is independent of the others or not.\n\nIf each ticket is independent, and there's no guarantee as to how many tickets there are or how many winners there will be, then think of it this way.  The odds of any ticket NOT winning are 299:300.  Therefore the odds of NO ticket winning are 299^n:300^n, where n is the number of tickets.  The odds of at least one ticket winning are 1 - the odds of no ticket winning, or 1 - 299^n:300^n, or (300^n - 299^n):300^n.\n\nIf there are 300 tickets of which 1 is a winner, then the odds of winning are n:300.
786867
theres no such thing as lucky numbers it's just a superstition...good luck :P
1147654
Several ways:\n1. S-L-E-E-P\n2. B. M.\n3. O-R-G-A-S-M\n4. J-A-C-K-P-O-T (lottery)
206747
If, as you say, you're not concerned about the 6th ball:\n\nOn the first ball, there are 49 total balls, and 5 of them are the in the winning combination.\n\nOn the second, there are 48 balls, 4 winners.\n\nEtc.\n...\n\n(49/5) * (48/4) * (47/3) * (46/2) * (45/1) = 1,906,884 possible cominbations\n\nYou would need 1,906,884 tickets.
164459
Fake!  Just think about your state lottery contacting you that you won.  Okay, you have to have entered or bought a ticket.
997067
Play the lottery!!  Good luck!!
661406
Knowing the winning lottery numbers would be the easiest!!!!!!!\nBut getting real now;  Invest in some good stock!!!!!!!!!!!!\nIf your a good Carpenter;  Purchase run down homes, fix them up & resell them!!!!!!!!!!!!! Never give nothing away, sell it on e-bay..........  \nOther then that work hard, live with your parents,  And by no means don't get married or have kids!!!!!!!!!!!!!!!!!!\n\nIf you no any more PLEEEEEEEASE   SHARE IT!!!!!!!!!!!
293472
More than likely not.  Did you enter into any lottery?  It's a scam, stay away from it.
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.
660290
1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56.\n\nThe winning combo is amongst the nice hot lucky winning numbers I listed above. Good luck!!!