|
GAME
DESCRIPTION
Idaho, Montana, North Dakota and South Dakota
sell the WILD CARD 2 game. You can purchase tickets by visiting one of their
authorized retailers. Drawings are held every Wednesday and Saturday. With WILD
CARD 2 you get 2 plays for $1. For each play you just pick five numbers between
1 and 31 and one of 16 different wild cards. You also have the option to let
the computer select the numbers and the wild card for you.
Participating
Jurisdictions |
Population
in
millions |
Total Lottery
Sales
(in
$m) |
Big Game
FY'99
Sales
($m) |
% of Total
Lottery
sales |
Annual
Per Capita
Spend |
| Idaho
Lottery |
1.1 |
$90.45 |
|
|
|
| Montana
Lottery |
0.88 |
$30.00 |
$1.00 |
3.33% |
$1.14 |
| South Dakota
Lottery |
0.73 |
$548.21 |
$1.10 |
0.20% |
$1.51 |
| Total Population |
2.71 |
$668.66 |
$2.10 |
0.31% |
$0.77 |
HOW TO
PLAY
Idaho, Montana, North Dakota and South Dakota sell the
WILD CARD game. You can purchase tickets by visiting one of their authorized
retailers. Drawings every Wednesday and Saturday.
With WILD CARD you get 2
plays for $1. For each play you just pick five numbers between 1 and 31 and one
of 16 different WILD CARDS. You also have the option to let the computer select
the numbers and WILD CARD for you.
Every Wednesday and Saturday night we
draw five numbers out of 31 and a WILD CARD from a deck of 16 face cards using
the WILD CARD random number generator. You win cash prizes by matching three,
four, or five numbers. If you also match the WILD CARD, your prizes get even
bigger. And every WILD CARD match is a winner. Check out the WILD CARD Prizes
& Odds. The overall odds of winning a prize in this game are 1 in 6.16.
| |
Prize |
Odds |
Prize with
Wild Card
Bonus |
Odds with
Wild Card
Bonus |
| Match 6 |
Grand Prize |
1 in 2,760,681 |
Grand Prize |
- |
| Match 5 |
$500 |
1 in 14,660 |
$25,000 |
1 in 747,684 |
| Match 4 |
$20 |
1 in 378 |
$100 |
1 in 19,295 |
| Match 3 |
$2 |
1 in 28 |
$5 |
1 in 1,447 |
| Match 0, 1 or 2 |
- |
- |
$1 |
1 in 54 |
| The overall odds of winning a prize
are 1 in 17.49. The odds presented here are based on a $1 play. |
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