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 1,188,195,627,696 (breakdown)
Odds of winning jackpot on 90 tickets: 1 in 13,202,173,641

Drawing:
14 18 20 25 59 08 14 17 20 27

[+] show breakdown/history
Correct This Draw All Time
White Red Count % Count %
0 0 26 28.9 6672 25.6
0 1 28 31.1 7095 27.2
0 2 7 7.8 2318 8.9
0 3 1 1.1 279 1.1
0 4 0 0.0 9 0.0
1 0 14 15.6 3507 13.4
1 1 9 10.0 3580 13.7
1 2 3 3.3 1124 4.3
1 3 0 0.0 118 0.5
1 4 0 0.0 5 0.0
2 0 1 1.1 551 2.1
2 1 1 1.1 566 2.2
2 2 0 0.0 178 0.7
2 3 0 0.0 29 0.1
3 0 0 0.0 35 0.1
3 1 0 0.0 29 0.1
3 2 0 0.0 4 0.0
4 1 0 0.0 1 0.0

Tickets
02 12 14 28 46 13 15 18 24 30     14 26 30 45 54 05 08 11 16 20     26 35 52 53 57 11 17 23 25 33     07 19 26 27 33 06 09 12 24 27     10 11 17 27 43 14 25 27 28 32     09 28 38 51 52 01 02 05 06 08    
19 26 28 33 37 06 07 13 28 32     07 12 42 48 59 12 20 21 25 30     10 25 35 39 44 06 07 13 18 29     11 18 19 49 51 07 12 22 23 24     03 11 16 17 54 14 15 23 24 33     08 15 28 44 53 03 07 16 24 30    
06 38 47 48 59 04 10 12 18 26     03 19 44 45 58 01 07 18 22 24     04 11 29 32 50 07 13 23 24 30     19 25 36 49 55 05 09 19 25 32     03 19 32 37 47 10 12 19 24 27     02 06 19 39 50 08 15 16 25 27    
02 31 39 41 57 03 11 20 23 28     17 29 37 48 50 12 15 17 19 22     02 24 26 34 41 09 12 19 22 27     11 17 22 50 57 03 06 09 10 28     03 05 07 10 13 02 06 12 15 23     28 34 40 54 59 01 06 07 20 25    
03 05 15 16 18 09 17 19 24 27     21 27 29 46 58 02 08 13 16 24     02 15 23 44 46 03 07 11 19 25     13 16 33 53 59 01 13 18 28 30     12 16 32 46 54 09 19 23 25 31     07 22 30 38 43 02 03 16 19 23    
11 16 19 24 33 02 12 16 17 32     09 17 31 45 48 04 15 17 22 32     27 30 37 40 56 06 20 22 23 29     26 35 39 43 45 04 10 18 23 30     03 15 41 44 47 01 09 11 12 17     19 43 47 52 58 18 21 25 30 33    
14 21 37 44 45 02 16 18 19 31     08 17 20 36 59 02 12 17 26 30     11 41 49 52 58 01 02 18 29 32     37 51 53 54 59 10 11 14 18 31     18 22 31 40 56 01 08 13 24 29     01 43 49 51 58 06 11 13 20 21    
09 15 18 39 55 07 10 16 22 26     04 21 27 36 48 02 06 16 28 31     09 14 33 51 58 02 13 17 21 28     16 17 40 42 58 03 08 11 14 18     01 11 18 21 38 03 14 16 19 27     01 08 12 40 43 03 04 13 16 32    
18 32 40 45 54 10 15 21 24 28     06 18 32 53 54 03 04 05 16 21     02 05 10 28 43 10 11 17 22 29     05 08 10 18 56 02 07 11 21 33     08 21 22 32 36 08 11 12 14 33     01 06 15 47 55 01 06 12 13 14    
05 15 43 56 59 01 02 09 20 24     06 22 23 25 32 04 05 12 24 28     12 15 23 31 46 01 02 17 32 33     17 29 39 42 54 08 10 13 17 21     11 12 35 48 56 04 05 21 24 28     07 23 24 32 55 04 10 22 28 31    
04 09 32 49 54 07 09 13 22 33     02 08 15 43 45 01 22 27 28 33     04 23 43 45 57 02 10 18 21 23     21 24 37 48 51 08 10 16 21 23     21 28 36 42 59 03 04 10 15 17     10 27 32 35 52 04 08 09 16 21    
04 08 18 47 50 01 03 18 22 30     06 11 31 33 51 06 07 13 23 27     26 32 39 49 50 15 20 22 27 32     21 26 35 47 49 06 08 25 27 30     12 36 45 52 55 02 06 29 31 32     04 21 37 49 51 01 20 26 32 33    
19 20 35 38 49 03 05 15 16 20     07 09 26 47 53 03 04 05 12 26     04 36 38 54 56 09 19 23 30 32     12 31 32 35 44 24 25 29 30 33     09 19 34 49 56 06 07 08 16 24     03 10 26 42 48 10 12 17 25 26    
04 23 32 43 56 01 06 08 12 32     01 31 36 43 44 05 28 30 31 32     10 24 32 44 48 06 10 13 23 25     31 44 47 56 59 04 10 18 28 31     30 33 36 50 54 01 03 04 11 31     06 22 25 45 49 01 06 09 17 19    
01 07 51 53 55 03 05 10 17 33     11 17 23 41 56 01 02 03 04 14     05 08 30 39 58 04 11 12 21 32     20 22 27 36 59 03 11 23 24 26     02 06 24 28 34 08 11 14 18 27     03 17 27 29 49 01 11 14 15 23    

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