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 6,676,833,647,484 (breakdown)
Odds of winning jackpot on 90 tickets: 1 in 74,187,040,527

Drawing:
14 50 51 52 62 75 80 93 15

[+] show breakdown/history
Correct This Draw All Time
White Red Count % Count %
0 0 44 48.9 9460 48.6
0 1 1 1.1 268 1.4
1 0 31 34.4 7151 36.7
1 1 0 0.0 181 0.9
2 0 12 13.3 2050 10.5
2 1 1 1.1 56 0.3
3 0 1 1.1 288 1.5
3 1 0 0.0 8 0.0
4 0 0 0.0 18 0.1
4 1 0 0.0 1 0.0
5 0 0 0.0 1 0.0

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

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