MegaMillions, PowerBall, Probability Information Provision Platform
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| Name | Lottery Algorithm |
|---|---|
| Version | 1.2.64 |
| Update | Oct 15, 2024 |
| Size | 23 MB |
| Category | Lifestyle |
| Installs | 10K+ |
| Developer | YunLabs |
| Android OS | Android 7.0+ |
| Google Play ID | com.ysw.lottoalgorithm |
Lottery Algorithm · Screenshots
Lottery Algorithm · Description
- The odds of winning the first prize in MegaMillions are 1 in 302,575,350
- The probability of winning the first prize in PowerBall is 1 in 292,201,338
Main function
⭐️ Offers a variety of odds
⭐️ Probability Generating Algorithms
⭐️ Data analysis based on probability
⭐️ General extraction, AI extraction
⭐️ Extraction by applying the algorithm of the winners
The purpose of the lottery algorithm is
Total number, starting number, ending number,
Odd/even ratio, consecutive number,
Number occurrence range, inclusion number, exclusion number,
hot number, cold number
It was created to directly check whether the combination I pick is a combination that comes out with a probability of ?/1 when applying various settings.
The first place combination is unconditionally included in (MegaMillions are 1 in 302,575,350, PowerBall is 1 in 292,201,338) combinations, and it is up to the user to reduce the range.
It is not necessary to use all filter settings, and if you select and apply only the filter function you want to set, the probability changes accordingly.
In this way, the final probability is always displayed by the algorithm I created, and a number is extracted within that range.
I wish the teachers all the best of luck.
- The probability of winning the first prize in PowerBall is 1 in 292,201,338
Main function
⭐️ Offers a variety of odds
⭐️ Probability Generating Algorithms
⭐️ Data analysis based on probability
⭐️ General extraction, AI extraction
⭐️ Extraction by applying the algorithm of the winners
The purpose of the lottery algorithm is
Total number, starting number, ending number,
Odd/even ratio, consecutive number,
Number occurrence range, inclusion number, exclusion number,
hot number, cold number
It was created to directly check whether the combination I pick is a combination that comes out with a probability of ?/1 when applying various settings.
The first place combination is unconditionally included in (MegaMillions are 1 in 302,575,350, PowerBall is 1 in 292,201,338) combinations, and it is up to the user to reduce the range.
It is not necessary to use all filter settings, and if you select and apply only the filter function you want to set, the probability changes accordingly.
In this way, the final probability is always displayed by the algorithm I created, and a number is extracted within that range.
I wish the teachers all the best of luck.
