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 67,510,206,880,116 (breakdown)
Odds of winning jackpot on 90 tickets: 1 in 750,113,409,779

Drawing:
03 04 09 33 41 56 57 60 63 01

[+] show breakdown/history
Correct This Draw All Time
White Red Count % Count %
0 0 38 42.2 8844 39.7
0 1 0 0.0 224 1.0
1 0 35 38.9 8834 39.6
1 1 2 2.2 225 1.0
2 0 14 15.6 3349 15.0
2 1 0 0.0 84 0.4
3 0 1 1.1 645 2.9
3 1 0 0.0 18 0.1
4 0 0 0.0 59 0.3
4 1 0 0.0 2 0.0
5 0 0 0.0 6 0.0

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

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