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:
04 21 46 50 85 88 91 99

[+] show breakdown/history
Correct This Draw All Time
White Red Count % Count %
0 0 36 40.0 23359 50.0
1 0 38 42.2 17553 37.6
2 0 13 14.4 5081 10.9
3 0 2 2.2 669 1.4
4 0 1 1.1 61 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
19 28 34 42 63 68 77 96     32 37 46 56 59 81 88 91     05 19 23 46 49 63 64 65     18 22 26 29 43 63 67 85     07 16 20 27 32 50 71 97     03 06 09 27 67 78 92 98     12 14 27 35 67 71 75 89    
14 20 21 47 50 66 75 86     07 42 47 75 81 83 85 97     25 34 55 57 60 66 81 91     14 25 51 58 63 70 71 97     10 16 29 32 38 41 64 84     20 24 34 35 45 51 64 91     22 33 48 57 59 66 79 81    
17 31 32 39 44 45 52 76     06 10 22 42 48 68 81 90     36 41 43 50 68 76 93 98     18 19 35 48 49 65 68 70     06 14 22 42 70 79 81 91     06 07 22 24 34 55 69 83     18 19 35 42 63 77 85 95    
03 11 19 25 48 61 84 93     11 12 14 33 34 50 91 99     04 17 19 52 62 88 90 94     32 35 46 50 56 84 89 94     02 06 07 24 28 55 76 90     12 29 41 44 71 74 91 96     03 13 26 32 52 69 75 76    
12 31 46 51 64 65 72 89     04 21 45 46 49 78 86 99     18 25 54 57 66 68 79 82     07 19 22 25 46 50 74 83     33 58 62 84 87 89 98 99     09 30 42 73 87 90 94 97     28 34 45 64 83 84 89 93    
32 45 50 62 67 82 86 99     10 14 22 35 45 47 62 99     21 23 31 50 79 83 86 89     22 26 36 42 66 67 72 99     09 18 39 40 72 75 78 93     04 19 44 64 65 66 83 86     02 14 22 50 65 68 81 99    
27 41 56 57 64 69 79 84     06 08 40 58 60 72 82 85     39 40 57 64 65 67 77 88     24 26 28 40 47 57 85 90     02 47 58 59 86 87 93 96     21 44 45 55 57 66 75 83     09 26 30 33 41 53 55 64    
02 17 39 41 43 46 53 88     06 22 32 38 55 73 82 83     41 56 61 67 71 93 94 99     03 08 12 25 31 42 47 51     02 21 25 26 27 39 85 87     03 22 30 31 42 46 74 80     05 08 30 61 65 77 84 85    
10 20 39 50 61 63 71 74     05 25 38 49 63 67 82 83     15 19 28 34 35 41 57 85     52 54 57 66 73 82 89 93     09 10 11 21 23 70 72 75     01 11 23 57 66 75 86 96     06 12 34 42 50 91 93 97    
13 20 21 27 41 44 65 83     11 18 19 22 35 50 51 73     03 12 26 28 29 66 78 93     02 04 05 13 32 52 82 97     10 11 22 43 52 60 70 91     15 25 51 57 61 64 83 86     06 15 58 62 80 83 96 97    
13 39 42 43 48 59 91 92     08 22 63 68 78 83 90 93     11 29 35 46 50 77 82 84     17 23 26 27 45 54 80 85     05 10 23 31 87 88 91 96     12 20 36 57 70 75 78 97     04 18 20 32 42 61 67 76    
08 12 22 66 69 77 90 93     04 25 30 33 42 55 76 93     02 23 38 73 74 78 85 99     37 48 56 58 69 84 90 95     09 25 32 46 60 82 84 93     01 03 11 23 27 35 43 44     17 35 36 53 65 67 69 83    
13 26 30 55 59 67 80 85     31 34 46 52 53 60 76 96     06 07 10 27 41 52 63 92     05 07 25 30 32 59 75 88     18 21 23 44 56 74 76 83     01 23 39 41 43 74 90 93    

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