lionkor / Primes

Primes is a program which can test primality (for not so large numbers) and find primes on an interval.

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Primes

ReadMe - Created 13th July 2017 by Leed a.k.a. Lee'd / LeedOff

Contents 1. Description 2. How to use 2.1 Troubleshooting 3. How it works 4. License information 5. Disclaimer 6. Contact

  1. Description

    Primes is a program which can test primality (for not so large numbers) and find primes on an interval. Again, the purpose of this was more to train myself with GUIs rather than to make a purposeful program, but if you can use it, that's even better.

  2. How to use

    After choosing the correct version (x86 or x64), you can just double click on the .exe file to start the program. Simple as that.

    2.1 Troubleshooting

     - Unresponsiveness : Working with big numbers the 
     program will seem unresponsive as the calculations can be 
     somewhat hard on the CPU. Just wait until it finishes. 
     
     - Crash after hitting "Run" : the program likely tries to 
     use too much memory or has some other optimization issue.
     Will be fixed inthe future.
    
  3. How it works

    Primality Test: Iterates over all natural numbers "n" below the number that it is supposed to test "p", basically does if ( p % n == 0 ) then ( p is not prime )

  4. License information

    Use it for whatever you want, as long as it's not commercial.

  5. Disclaimer

    In case the program tries to establish any unwanted connections or behaves weirdly, please feel free to contact me (see "6. Contact") and stop using it, as you may have run into a damaged / infected version. If you download the program Primes.exe from anywhere else than github.com/leedoff, it is your own responsibility to make sure that it is safe. If you're not sure about where you got the .exe from, delete it and download it again, this time from the official repository.

  6. Contact

    Email: Leed_off@outlook.com Twitter: @Leed_off Facebook: @Leed.Official

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Primes is a program which can test primality (for not so large numbers) and find primes on an interval.


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