Czech Entropy

 PRNG Quality

You can graphically represent the generated array of "random" numbers.


 Everything seems to be fine. But if we take two adjacent numbers together as coordinates, it might look like this

 

It is clear that the numbers are not random at all. Patterns. This can be in 3-dimensional space and in N-dimensional space.

But we can come up with a means to compensate for the lack of a generator. We will generate few random numbers (discard a lot) and after generating each array we will change the generation algorithm (to get a different distribution). Green points.

Czech Entropy PRNG

Android Application


 

 

 

 






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