Licensing terms clarified
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# License
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You're allowed to use the source code for education purposes, only. Any other use requires the payment of the licensing fee, which can be done using the links below.
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You're allowed to use the source code for education purposes, only.
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* You can download it,
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* You can review it,
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* You can run it to learn how it works,
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* You can run it to learn if it works,
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* You can use it for learning how certain operations can be done, optimized etc.
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What I'm asking you **not** to do, without license:
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* You're **not** allowed to copy/paste or integrate my code and / or assemblies with your code.
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### **Please play fair and don't use it to claim your success in the area.**
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Any other use requires the payment of the licensing fee, which can be done using the links below.
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In case of any concerns or questions, please feel free to reach out using my [LinkedIn account](https://www.linkedin.com/in/marek-lemanczyk-432819154).
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* Personal License - $10
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https://buymeacoffee.com/mlemanczyk/e/455507
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@@ -123,7 +141,7 @@ I’ll walk you through what happens for a single candidate exponent `p`. The ex
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* **Short-circuit**: as soon as we find any valid divisor `q | M_p` in the scanned window, we stop.
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➡ If scanning completes up to `k 2^p / 2 + 1` and no divisor was found → `IsMersennePrime(p)` returns true and the CSV line has `isPerfect=true`. This means that `p` passed all the tests and is a candidate for constructing a perfect number, which requires testing with other methods.
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➡ If scanning completes up to `k 2^p / 2 + 1` and no divisor was found → `IsMersennePrime(p)` returns true and the CSV line has `isPerfect=true`. This means that `p` passed all the tests and is a **candidate** for constructing a perfect number, which requires testing with other methods.
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---
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