The fruit machine has eight basic images: a. Apple B, orange C, papaya D, Bell E, watermelon F, star G, 777 H, and dabai each have A "small image". The winning multiples are: 3. then there is a "Lucky location" between the left and right, which can produce jumps, flashes, and other effects. The overall situation is as follows:
| Graphics |
Odds |
Standardization |
Minimum Public multiple |
| Apple |
5 |
120 |
600 |
| Orange |
10 |
60 |
Total value of Standardization |
| Papaya |
15 |
40 |
532 |
| Bell |
20 |
30 |
|
| Watermelon |
20 |
30 |
|
| Double Star |
30 |
20 |
|
| 77 |
40 |
15 |
|
| Xiaobai |
50 |
12 |
|
| Dabai |
120 |
5 |
|
| Sample |
3 |
200 |
|
The standardization in the table is the proportion of the smallest public multiple. The minimum public multiple is used to coordinate the odds of different images. For example, if Apple's odds are, it should appear once if it is equal to 5 times, and 600 times if it is 120 times. In a similar way, all the different Ratios correspond to an integer, and then the random number is obtained in the range of this integer. If the random number is within the range of the specified image, it indicates that this image is in progress. The standard range is 600, which increases the difficulty of winning the prize. A minor adjustment will increase the probability of winning the prize. However, if it is less than 532, it is invalid. In this system, a reasonable explanation of less than 532 cannot be provided. This is interesting. If each event is excluded, it is impossible to see the event. This is probably the reason not to be less than 532, and 532 is the total number of events. If an event is not mutually exclusive, that is, a number of events occur at a time, you can ignore this rule. Demo download: fruit machine: http://files.cnblogs.com/Nobel/%E6%B0%B4%E6%9E%9C%E6%9C%BA.zip who knows the most detailed rules?
