![]() ![]() *note that if the sum of c + o = 53,130 then t = 0 The more turns it takes to obtain a winner the odds of a tie increase vice versa. Ties can only be calculated per total of cards and the number of turns that go by. This means you would need to buy all 53,130 unique bingo cards to ensure a win. ![]() So I've seen bingo played with 20 by 20 cards which are crazy but if your standard bingo card is a 5 by 5 then there are 53,130 winning combinations. So your probability of winning bingo with 1 card is always going to be the ratio of 1 (or yourself) to the total number of card entries + the probability of a tie. Do you guys have any idea how? Suppose the payout ration is 1:1. So I don't really know how to calculate this. ![]() The possibility of winning is 1/100 right? Losing would be 99/100, but having a tie is also a possibility, or having 3 winners, 4 winners, …, to all the players winning (somehow). I'm studying bingo and I'm really lost in how to calculate its RTP. ![]()
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