1980's Themed Bingo Set Few games have such long and wide appeal as the game of Bingo. It's a game that ALL ages enjoy. With this 1980's themed Bingo set, you won't be calling out the boring B9 and N14.you'll call out items and concepts from the 1980's.
80-Ball Bingo is a bingo-based game by Rival, which provides games for Internet casinos. It is a simple bingo game played on a 4 by 4 card and with 80 balls. The player plays against the game, not other players, and is paid on the highest paying pattern he covers on each card.
Event | 35 Ball Draw | 45 Ball Draw | 55 Ball Draw |
---|---|---|---|
Coverall | 10,000 | 1,200 | 55 |
Frame | 1,000 | 400 | 5 |
X | 15 | 2 | 1 |
Two lines | 15 | 2 | 1 |
One line | 2 | 1 | 1 |
Single Diagonal | 2 | 1 | 1 |
Four corners | 1 | 1 | 1 |
The following three tables show the probability and return for all possible events for a 35-, 45-, and a 55-ball draw. Please forgive the only 15 significant digits in the number of combinations. That is the maximum that Excel can handle.
Event | Pays | Combinations | Probability | Return |
---|---|---|---|---|
Coverall | 10000 | 8,719,878,125,622,740 | 0.000000 | 0.001506 |
Frame | 1000 | 793,238,105,763,171,000 | 0.000014 | 0.013700 |
X | 15 | 47,002,468,397,940,000,000 | 0.000812 | 0.012177 |
Two lines | 15 | 1,670,087,230,521,540,000,000 | 0.028844 | 0.432660 |
One line | 2 | 11,392,710,937,450,700,000,000 | 0.196763 | 0.393526 |
Single Diagonal | 2 | 2,339,744,359,480,040,000,000 | 0.040410 | 0.080819 |
Four corners | 1 | 608,483,251,135,119,000,000 | 0.010509 | 0.010509 |
Loser | 0 | 41,841,789,642,484,500,000,000 | 0.722648 | 0.000000 |
Total | 57,900,619,847,453,700,000,000 | 1.000000 | 0.944898 |
Event | Pays | Combinations | Probability | Return |
---|---|---|---|---|
Coverall | 1200 | 1,388,818,294,740,300,000 | 0.000024 | 0.028783 |
Frame | 400 | 26,251,279,138,350,600,000 | 0.000453 | 0.181354 |
X | 2 | 429,163,923,596,237,000,000 | 0.007412 | 0.014824 |
Two lines | 2 | 8,729,048,304,509,150,000,000 | 0.150759 | 0.301518 |
One line | 1 | 20,563,711,677,724,600,000,000 | 0.355155 | 0.355155 |
Single Diagonal | 1 | 3,403,618,112,099,550,000,000 | 0.058784 | 0.058784 |
Four corners | 1 | 586,839,257,951,780,000,000 | 0.010135 | 0.010135 |
Loser | 0 | 24,160,598,474,139,200,000,000 | 0.417277 | 0.000000 |
Total | 57,900,619,847,453,700,000,000 | 1.000000 | 0.950554 |
Event | Pays | Combinations | Probability | Return |
---|---|---|---|---|
Coverall | 55 | 401,038,568,751,466,000 | 0.001104 | 0.060694 |
Frame | 5 | 2,245,422,778,081,550,000 | 0.006179 | 0.030893 |
X | 1 | 14,863,463,822,459,500,000 | 0.040900 | 0.040900 |
Two lines | 1 | 154,110,480,268,896,000,000 | 0.424063 | 0.424063 |
One line | 1 | 123,942,806,088,621,000,000 | 0.341052 | 0.341052 |
Single Diagonal | 1 | 14,863,979,567,634,600,000 | 0.040901 | 0.040901 |
Four corners | 1 | 1,466,305,593,798,800,000 | 0.004035 | 0.004035 |
Loser | 0 | 51,520,234,433,261,200,000 | 0.141767 | 0.000000 |
Total | 363,413,731,121,504,000,000 | 1.000000 | 0.942538 |
The following table shows the return according to the number of balls in the draw. As you can see, the greatest return is for a 45-ball draw at 95.06%. So, if you must play, choose the 45-ball draw.