diffie-hellman
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Alice and Bob wanted to exchange information secretly. The two of them agreed to use the Diffie-Hellman key exchange algorithm, using p = 13 and g = 5. They both chose numbers secretly where Alice chose 7 and Bob chose 3. Then, Alice sent Bob some encoded text (with both letters and digits) using the generated key as the shift amount for a Caesar cipher over the alphabet and the decimal digits. Can you figure out the contents of the message? Download the message . Wrap your decrypted message in the picoCTF flag format like: picoCTF{decrypted_message}
We don't need to know anything about the Diffie-Hellman key exchange algorithm for this challenge. Just use (or any Caesar cipher application). Paste in the message H98A9W_H6UM8W_6A_9_D6C_5ZCI9C8I_D9FF6IFD
, then set the alphabet to abcdefghijklmnopqrstuvwxyz0123456789
, then increment the shift until the message is clear. The offset I found was 5 (a --> f
)
picoCTF{C4354R_C1PH3R_15_4_817_0U7D473D_84AA1DA8}