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README.md

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@@ -14,6 +14,9 @@ $$V_{n+2} = c_1 V_{n+1} + c_0 V_{n}, \quad V_{0} = 2, \quad V_{1} = c_1$$
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If p is prime, then we have the congruence $$V_{p}\equiv V_{1}(mod\quad p)$$
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### Goal
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Understand prime numbers better and find ways to reduce number of pseudoprimes in probablistic primality tests.
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### Method
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Visualize the quality of primality tests through **the number of pseudoprimes up to N** and **the sizes of the smallest pseudoproimes**.
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Analyze the extreme cases that stand out from the visulizations and try to find patterns among them.

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