I'm generating an encryption key to encrypt some sensitive data with the Rijndael (AES) encryption algoritm. I'm using a guid as key generator. Are these keys "strong" enough?
Note: it is only sensitive for 20 minutes.
No, GUIDs are not cryptographically secure. They follow an extremely predictable and well-documented pattern, and they're fairly short as far as truly secure keys go. But more to the point, you're misusing GUIDs by doing this. This is not what they were designed for.
An encryption key is typically a random string of bits generated specifically to scramble and unscramble data. Encryption keys are created with algorithms designed to ensure that each key is unique and unpredictable. The longer the key constructed this way, the harder it is to break the encryption code.
No. The GUID keys can be predicted, at least those generated by .NET / WinAPI. Also keep in mind that the GUID does not even have a true 128bit randomness, because the version number is fixed. This gives you a very weak key in the first place.
To make matters worse, several versions of the GUID algorithm suffer from predictability. The point is that GUIDs are not created at random, but they follow certain rules to make it practically impossible for GUIDs to collide.
As discussed in the comments, GUID V1 suffered from privacy issues (or, the other way around, weaker keys) because the MAC address was used to generate them. With GUID V4, there are still ways to predict the sequence according to the (russian) source below.
Fortunately, .NET has cryptographically strong random generators on board. The RNGCryptoServiceProvider
is your friend:
RNGCryptoServiceProvider _cryptoProvider = new RNGCryptoServiceProvider();
int fileLength = 8 * 1024;
var randomBytes = new byte[fileLength];
_cryptoProvider.GetBytes(randomBytes);
You might want to refer to:
How can I generate a cryptographically secure pseudorandom number in C#? -- shows alternatives and in a comment, the link to Wikipedia is given:
http://en.wikipedia.org/wiki/Globally_Unique_Identifier
In there, it is claimed (according to wikipedia, the page is in Russian)that one can predict previous and future numbers generated:
http://www.gotdotnet.ru/blogs/denish/1965/
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