Lottery Simulator Metadata

Lottery Simulator
This page simulates a lottery drawing and shows the winnings numbers against random tickets "purchased." Enter the number of white balls and the number of red balls, and the maximum value for each. It is assumed that the drawing uses balls numbered from 01 to your max value, without replacing a picked ball. The default is PowerBall. Then, enter the number of tickets you'd like to "buy" against this drawing. Click a Common Lottery to switch to its configuration.
  Number
of Balls		 Max
Value		 Number of
Tickets		 Common Lotteries
White PowerBall
Mega Millions
EuroMillions
UK National Lottery
Washington Lotto
Lotto Texas
Keno
Red
Odds of winning jackpot on one ticket: 1 in 171,200,862,756 (breakdown)
Odds of winning jackpot on 90 tickets: 1 in 1,902,231,808

Drawing:
12 23 28 38 40 46 49 70

[+] show breakdown/history
Correct This Draw All Time
White Red Count % Count %
0 0 47 52.2 30737 49.9
1 0 33 36.7 23144 37.6
2 0 9 10.0 6714 10.9
3 0 1 1.1 902 1.5
4 0 0 0.0 76 0.1
5 0 0 0.0 3 0.0
6 0 0 0.0 0 0.0
7 0 0 0.0 0 0.0
8 0 0 0.0 0 0.0

Tickets
23 39 42 54 58 70 77 99     11 15 38 47 48 51 65 98     06 43 55 57 59 67 79 96     10 17 19 22 25 61 66 78     28 43 53 57 66 70 92 96     08 21 48 57 66 71 76 98     02 34 42 51 53 64 71 93    
31 35 67 70 77 78 86 94     02 10 12 21 55 63 67 88     01 02 12 15 30 64 66 75     13 14 22 33 36 48 56 65     02 22 29 40 46 56 72 87     01 03 13 33 35 36 51 77     12 29 35 55 66 73 77 83    
06 24 33 35 41 54 66 69     08 23 24 52 53 57 92 93     24 35 36 55 61 68 70 98     09 19 26 44 60 72 80 87     11 18 22 32 47 58 59 95     03 10 13 22 34 61 63 79     05 39 46 58 62 83 85 90    
26 55 58 60 68 70 74 98     20 29 63 67 72 85 90 98     01 25 46 61 65 66 79 83     17 54 58 70 72 80 92 98     23 29 42 45 47 74 82 86     02 28 30 37 45 51 53 68     26 35 37 58 71 81 90 99    
27 35 41 42 47 72 89 93     09 21 38 41 71 89 90 93     04 13 14 20 33 44 49 97     16 41 62 72 75 84 98 99     10 60 61 71 82 83 89 91     16 30 36 60 71 78 82 94     05 11 17 23 44 71 95 98    
08 14 21 29 34 54 61 89     03 15 30 46 47 94 98 99     03 25 34 52 68 74 93 97     03 24 29 31 32 48 58 64     01 42 54 67 72 79 82 97     30 35 56 68 74 77 81 99     18 23 41 46 58 63 67 91    
12 21 42 52 56 63 88 92     06 19 37 53 55 76 82 98     05 09 32 55 66 83 87 90     39 40 48 54 65 69 88 95     10 21 26 30 41 66 74 92     06 25 27 30 68 71 79 86     02 14 41 42 48 51 58 69    
14 20 47 49 57 63 86 93     01 12 30 32 49 62 66 77     16 35 45 54 77 80 88 91     04 19 25 27 57 81 82 89     26 33 35 64 65 67 74 78     04 07 09 12 48 60 77 84     23 33 38 41 55 58 66 90    
17 47 48 67 69 72 79 82     12 16 34 37 48 54 77 82     02 09 28 31 55 60 91 98     01 08 28 45 63 72 84 98     04 06 10 57 69 70 76 88     05 12 20 46 64 70 71 72     14 15 27 29 32 33 50 87    
04 09 39 52 54 60 68 84     01 06 20 57 58 59 76 80     19 41 45 49 66 79 80 85     21 37 41 42 53 55 61 95     16 27 38 44 55 58 86 91     15 22 57 64 84 89 92 95     26 28 40 41 84 90 93 98    
01 24 39 54 59 66 69 77     16 17 27 31 44 63 78 91     01 09 25 38 45 49 64 95     06 16 33 38 45 70 84 89     01 22 49 58 60 61 72 81     03 06 13 20 30 39 60 81     11 14 17 24 64 73 79 80    
09 29 34 66 72 86 91 95     14 31 39 45 49 53 68 96     13 20 59 62 69 79 80 98     15 35 45 55 70 71 82 94     19 52 67 68 73 79 88 90     02 08 20 30 41 56 59 81     05 15 46 51 72 74 81 82    
09 13 40 61 78 80 85 87     06 21 34 46 48 52 75 92     01 14 22 42 44 64 90 97     11 62 66 68 73 75 90 98     34 37 48 52 54 56 65 75     11 21 56 59 71 90 91 97    

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