3x+1 recreated in Python
If a number is odd it is multiplied by 3 and 1 is added to the product. If a number is even it is divided by 2.
These rules are applied directly to any positive natural number. All numbers till 2 to the power 62 have been found and all end up at 1.
Since 1 is odd multiplying by 3 and adding 1 becomes 4, dividing by 2 gives 2, and dividing again gives 1, which creates a loop.
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Hello. The 3x+1 problem is about proving that all positive integers finally loop at 4, 2, 1. I would advise you to break the while loop if this loop is the case. (Although this is not really necessary but would be a good addition to stay true to the problem).
Please consider starting a chat(discussions) section so that devs can use that to discuss instead of using the issues section like I am now. Thanks. Take a look at my repo if you want to see how discussions work.
Repo - https://github.com/qwertyiscoding/qwertybot
And, adding annotations to the code explaining how it works will help beginners to read your code and since it is a simple program, it would help to learn.
Thanks in advance
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