@previous (C)
its a simple substitution cypher with the every digit of the output modified by a highschool teir algebra problem(no doubt of the scholastic level that it existed in before realizing its passion as a semen-powered ottoman and flunking out)
the secret message is thus: "We wuz kangz an sheeitt, now pound my nigussy, crackers."
@previous (decoder ring)
Is it possible for a substitution cypher to produce an output with 23 unique characters when the input only has 16 unique characters?
@previous (D)
The last two characters are 28… the decoded string is also 28 characters long…
(Edited 51 seconds later.)
Nobody has figured it out yet. I’m surprised.
It’s actually perfect key cryptography only I literally included the key with the encrypted string. The encrypted string and the key are equal in length. They’re both hexadecimal encoded byte arrays. The logical operation that satisfies all of those conditions is XOR. Every two characters represents an integer from 0 to 255. So the output encrypted string is 28 characters long since the inputs are each 56 characters.
The first line becomes
3c879f10d7380ffb4fa7998ea6270d9ad694611e38a07d083bc82c6a
60, 135, 159, 16, 215, 56, 15, 251, 79, 167, 153, 142, 166, 39, 13, 154, 214, 148, 97, 30, 56, 160, 125, 8, 59, 200, 44, 106
And the second line becomes
54f3eb60a40220d436c8ecfad3096ffff9f22b4a5c9550384cab1e52
84, 243, 235, 96, 164, 2, 32, 212, 54, 200, 236, 250, 211, 9, 111, 255, 249, 242, 43, 74, 92, 149, 80, 56, 76, 171, 30, 82
You can think of these two lists of numbers as two vectors, you simply have to XOR each element of each vector to get the unencrypted vector.
104, 116, 116, 112, 115, 58, 47, 47, 121, 111, 117, 116, 117, 46, 98, 101, 47, 102, 74, 84, 100, 53, 45, 48, 119, 99, 50, 56
Now, that vector is a UTF-8 encoded string. If you decode it, you get this YouTube URL.
https://youtu.be/fJTd5-0wc28
The last two characters of the YouTube URL are 28.
You’re welcome.
@1,416,070 (The Africa)
> Hint: 16^2 = 2^8
The hint is because 2 characters of base 16 provides the same range as 8 characters of base 2, and there are 8 bits in a byte.