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As I mentioned, I will not cover a lot of detail on cipher systems, as I recommend you use the default RSA cryptosystem To use RSA, though, it is important to have at least a limited understanding of the mechanics of the cryptosystem RSA is a public-key encryption system that provides encryption, decryption, and digital signature functionality for authentication purposes Ronald Rivest, Adi Shamir, and Leonard Adleman developed it in 1977, and the RSA acronym was taken from the first letters of the last names of its developers The RSA algorithm relies on prime-number factoring to provide security Two large primes are taken, and their product computed to produce a third number, the modulus Two more numbers are chosen that are less than the modulus and relatively prime to the original large primes.

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if (selectedItem >= itemList.Count) selectedItem = itemList.Count-1; if (lastKeybState.IsKeyUp(Keys.Enter) && currentKeybState.IsKeyDown(Keys.Enter)) { windowState = WindowState.Ending; return itemList[selectedItem].itemLink; } else if (lastKeybState.IsKeyDown(Keys.Escape)) return null; else return this; } And finally, here is the method where the menu gets rendered: public void Draw(SpriteBatch spriteBatch) { if (windowState == WindowState.Inactive) return; float smoothedProgress = MathHelper.SmoothStep(0,1,(float)changeProgress); int verPosition = 300; float horPosition = 300; float alphaValue; float bgLayerDepth; Color bgColor; switch (windowState) { case WindowState.Starting: horPosition -= 200 * (1.0f - (float)smoothedProgress); alphaValue = smoothedProgress; bgLayerDepth = 0.5f; bgColor = new Color(new Vector4(1, 1, 1, alphaValue)); break; case WindowState.Ending: horPosition += 200 * (float)smoothedProgress; alphaValue = 1.0f - smoothedProgress; bgLayerDepth = 1; bgColor = Color.White; break; default: alphaValue = 1; bgLayerDepth = 1; bgColor = Color.White; break; }

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The combination of the modulus and one of the relative primes make up the private and public keys, respectively8 The two biggest threats to the RSA cryptosystem and to your PKI environment are if someone discovers a way to shortcut factoring or, far more likely, if your PKI environment is not secure and an attacker manages to acquire your private key Your public-key encryption system is only as secure as your private keys You must ensure that your private keys are protected at all costs Some basic rules should help with this Ensure you set suitable ownership and set your permissions on the keys as tightly as possible Use only secure mediums to transmit your private keys, especially any CA keys I recommend you consider expiring your keys after a suitable period of use.

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This gives you the opportunity to also review your key length, as I talk about shortly Five years ago RSA Laboratories issued a challenge to crack a 140-bit RSA encryption key It took one month for someone to crack the key9 More recently in December 2003, a team in Germany successfully cracked a 576-bit RSA encryption key in three months10 Admittedly, the team used a significant amount of processing power (more than 100 workstations), but this emphasizes that any keys you create need to be of a suitable length Additionally, as hardware performance increases, the time needed to crack short key lengths will obviously decrease So at this stage I recommend you use keys 1024 bits in length or longer as a minimum The RSA Laboratories claim these keys will be secure up until at least 2010.

As you can see in Listing 3-2, I have specified a minimum key length using the openssl command of 1024-bits, and you can also specify a default in your opensslcnf file But having longer key lengths has issues also The major issue with having longer keys is the risk that performance will suffer and that the time taken to encrypt and decrypt information will make encryption detrimental to productive operations Of course, the risk that increased hardware performance will allow keys to be cracked faster also means improved performance for your cryptosystem, which means longer key lengths are more feasible and will have less impact on the speed of operations You will need to assess and test the performance of your applications using the required key sizes..

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If you are interested in the mathematics involved, see the RSA Laboratories site at http://www.rsasecurity.com/rsalabs/node.asp id=2214. http://www.rsasecurity.com/rsalabs/node.asp id=2099

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