A Caesar cipher, or shift cipher is a primitive form of encryption named after Julius Caesar who used the algorithm to encrypt his letters. The algorithm turn plaintext into ciphertext by shifting the letters of the plaintext forward along the alphabet. The cipher can be adjusted to work with any alphabet for any language. When used in English, the cipher is commonly called "ROT13" or "rotate 13," which shifts each letter in the plaintext forward 13 values in the alphabet.
To encrypt text using the Caesar cipher, first, choose the number of letters in you will be shifting the alphabet. Next, simply rotate each letter in the plaintext forward in the alphabet that number of letters. If you reach the end of the alphabet, rotate back to the beginning. For example, using a Caesar cipher with a shift of 1, A becomes B, B becomes C, C becomes D, and so forth until you get to Z, which rotates back to the beginning of the alphabet and becomes A. The example below uses a shift of 13.
plaintext: ATTACK TONIGHT key: 13 ciphertext: NGGNPX GBAVTUG
To decrypt ciphertext that has been encrypted with the Caesar cipher, you need only to rotate the letters in reverse the name number they were reversed forward. If the letters were encrypted with a shift of 1, then, to decrypt the ciphertext, C becomes B, B becomes A, and A becomes Z again.
ciphertext: TLLA HA AOL SHRL key: 7 plaintext: MEET AT THE LAKE
- The biggest benefit of the Caesar cipher is how easy it is to use. A short message can be encrypted and decrypted in your head, and even longer messages only need a paper and pencil. The cipher doesn't require a computer, rely on complex mathematics, or use random values.
- The ciphertext is well enough obfuscated that it is unreadable to most people at a glance.
- Unfortunately, the simplicity of the Caesar cipher is its downfall. The encryption is trivial to decrypt without the key. Even without a computer, a brute force attack can be made of all possible shifts in a short period of time, and since the shift is constant throughout the entire message, only the correct key will produce an intelligible plaintext.
The Caesar cipher doesn't have to use the basic alphabet, it can be expanded to include both upper and lower letter, numbers, punctuation, various other symbols, etc. Likewise, alphabets from foreign languages can be used.
In addition to knowing how many letters to shift, the key must also contain whether the letters are shifted left or right during the encryption process.
A Caesar cipher uses the same shift for all letters in the message, but there are variations where the shift changes from letter to letter. See one-time pad for a more complicated version.
This FreeBASIC program will encode plaintext and decode ciphertext to any specified shift amount.
' This program will encode or decode text by using a Caesar (shift) cipher. ' Copyright 2019-06-18 - Dean Tersigni Dim As Byte Rotate Dim As String PlainText Dim As String CipherText Dim As String Choice Dim As Integer Place Dim As String Letter Dim As UShort Code Do Input "(E)ncode or (D)ecode? ", Choice Print Choice = UCase(Choice) Select Case Choice Case "E", "D" Exit Do Case Else Print "Please enter E or D." Print End Select Loop If Choice = "E" Then Input "Type the plaintext to encode: ", PlainText PlainText = UCase(PlainText) Do Input "How much to rotate forward (1-25)? ", Rotate Print If Rotate > 0 And Rotate < 26 Then Exit Do Else Print "Please enter a number from 1 to 25." End If Loop For Place = 1 To Len(PlainText) Letter = Mid(PlainText, Place, 1) Code = ASC(Letter) If Code > 64 And Code < 91 Then Code = Code + Rotate If Code > 90 Then Code = Code - 26 End If End If CipherText = CipherText + Chr(Code) Next Place Print "Your ciphertext is: " + CipherText Else Input "Enter the ciphertext to decode: ", CipherText CipherText = UCase(CipherText) Do Input "How much to rotate backward (1-25)? ", Rotate Print If Rotate > 0 And Rotate < 26 Then Exit Do Else Print "Please enter a number from 1 to 25." End If Loop For Place = 1 To Len(CipherText) Letter = Mid(CipherText, Place, 1) Code = ASC(Letter) If Code > 64 And Code < 91 Then Code = Code - Rotate If Code < 65 Then Code = Code + 26 End If End If PlainText = PlainText + Chr(Code) Next Place Print "Your plaintext is: " + PlainText End If Sleep