Suppose the encryption function F defines a group under functional composition. Then, applying the function twice (even using two different keys) results in output that can be decrypted in the same time as if the function had been applied once. The difference is that the decryption key is a third key, not used during the encryption. Process of changing information using an algorithm into another form unreadable by others unless they possess the key. Class of cipher that uses identical or closely related keys for encryption and decryption. Stream cipher. Summary of a file or message. In the case of self-generated keys, you must keep the encryptor with the storage module or the data will be unreadable. For applications where this is not practical, mediation is being developed to support the use of Pre-Placed Keys (PPK). With PPK support, the encryptor can be left in place so that only the storage module need be transported.
I've been tasked with building up some security exercises (basic CTF training kind of stuff) for work. This should contain a bit of crypto, but my knowledge in this space has been limited to using.
Omsi 2 steam key generator. Goals:
Understand how the Vigenere Cipher Algorithm works
Understand why simple frequency analysis doesn’t work against this cipher
Figure out what makes for a good v. bad secret key
Instructions:
You should have a partner for this exploration.
Go to the interactive Vigenère Cipher Widget
Click on buttons and try things out! Solve the mystery of what this tool is doing and how it’s doing it!
You should try each of the following - check off the DONE column once you’ve tried it
Try This | Details | Done |
Encrypt a few different messages using different secret keys |
| X |
Decrypt a message |
| X |
Find a “bad” secret key |
| X |
Find a “good” secret key |
| X |
Try to decrypt without knowing the key (in other words: try to crack it!) |
| X |
Generate bitcoin address key pair. You might want to play with the widget a little bit more in trying to answer these questions, but they can be answered based only on the properties of the Vigenère cipher.
Describe in your own words what the Vigenere Cipher Algorithm is doing.
What makes for a good v. bad secret key using the Vigenere cipher? Give examples of a good key and a bad one and explain why.
Compare and Contrast the difference between a substitution cipher (Caesar or Random) and Vigenere, using the message “I think I can I think I can I think I can” to explain why Vigenère is a stronger form of encryption than a substitution cipher.
Will frequency analysis work to crack the Vigenere cipher? Why or why not? Keep your answer as simple as possible.
If I promised you that the message at right was encrypted with the Vigenère cipher widget, would that make it easy to crack (yes or no)? Explain why. Your explanation should include a description of what you would need to know to decrypt this and how you might go about figuring that out.
What if I told you that the message above was encrypted with the Vigenère cipher widget and the key I used was 10 characters long. Does that make it any easier to crack the message? Again, what would you need to figure out and how would you go about finding it?