The Michigan Lottery has a new instant win game on the block available to players. It has not been official yet, but this game has the likelihood to be added to the giveaway promotion for May.
Players have the opportunity to enjoy a new slot game, with an excellent chance to win some great prizes.
Riches Royale, the newest addition, offers a top prize of $5,000. Ticket prices will range between 10 cents and $5 for each wager, depending on how many tickets you want to purchase. Your overall odds of winning a prize are 1 in 14.15, so you are very likely to win something.
How To Play
For Michigan Lottery residents, if you are thinking about joining on the website and have not already done so, take advantage of signing up and receive your bonuses. You will also be able to play new games such as Riches Royale, and it can be played in just a few simple steps:
- First, you must select the number of tickets you want to play.
- Then, choose the cost per ticket.
- Your total cost equals the number of tickets, multiplied by the original ticket cost.
- To purchase the game, simply press the “PLAY” symbol.
- To start playing the game, press the “REVEAL ALL” symbol or press each ticket manually.
Your goal is to try and find three matching symbols on the same ticket so you can win the prize shown for that ticket. If you are lucky to find three “BONUS PLAY” symbols on the same ticket, you can unlock five Bonus Play games, where your winnings are then multiplied by five.
Available Prizes and Odds
Your goal is to win the $5,000, but if you win anything else, that is also a victory. The odds are somewhat in your favor, but your odds of winning the $5,000 are one in a million.
The following amount of tickets will be made available for each individual ticket price that is offered in the Riches Royale game:
Total Tickets for Each Price:
5,000,000
Total Winning Tickets for Each Price:
353,471
Your initial odds are 1 in 14.15 to win a single prize, but the odds vary from amounts, especially if the prizes have already been won. Keep in mind that these odds are subject to changes.
