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:
34 38 45 61 63 65 72 73 79 25

[+] show breakdown/history
Correct This Draw All Time
White Red Count % Count %
0 0 37 41.1 13055 39.8
0 1 1 1.1 357 1.1
1 0 37 41.1 12945 39.4
1 1 1 1.1 350 1.1
2 0 11 12.2 4911 15.0
2 1 0 0.0 124 0.4
3 0 2 2.2 946 2.9
3 1 1 1.1 27 0.1
4 0 0 0.0 95 0.3
4 1 0 0.0 2 0.0
5 0 0 0.0 8 0.0

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

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