README: add new line to not have a headline where it is not supposed to be
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@ -24,6 +24,7 @@ In each iteration increase `a` by 1 until a solution is found or the amount of t
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In the iteration itself calculate `b^2 = a^2 - N` then check if `b` is non-negative and a square number.
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In the iteration itself calculate `b^2 = a^2 - N` then check if `b` is non-negative and a square number.
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If so the solution is found. If not then increase `a` by 1 and try again.
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If so the solution is found. If not then increase `a` by 1 and try again.
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**This method to calculate `p1` and `p2` for RSA-keys is a good method if the two prime numbers
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**This method to calculate `p1` and `p2` for RSA-keys is a good method if the two prime numbers
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are close together. However, if they are not close it takes long.
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are close together. However, if they are not close it takes long.
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