Tool to decrypt/encrypt with Vigenere multiplication. Vigenere Multiplicative Cipher is a Vigenere variant which uses a key, but replaces an addition by a multiplication.

Vigenere Multiplicative Cipher - dCode

Tag(s) : Poly-Alphabetic Cipher

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Vigenere Multiplication Encryption uses a numeric key (some numbers) and a numeric message (use an alphanumeric substitution A1Z26, or ASCII code for example).

__Example:__ Encode `4,3,15,4,5` (for `DCODE`) with the key `11,5,25` (for `KEY`)

Take the first number of the message and the first number of the key and multiply them, the result is the product's value. Same for the next numbers of the message and the key.

If the key length is inferior of the text lenght, start over the key.

__Example:__ Calculate `4*11=44`, `3*5=15`, `15*25=375`, `4*11=44`, `5*5=25` to get the cipher message `44,15,375,44,25`

Plain numbers | 4 | 3 | 15 | 4 | 5 |

Key numbers | 11 | 5 | 25 | 11 | 5 |

Cipher numbers | 44 | 15 | 375 | 44 | 25 |

Decryption requires a key and a numeric text.

__Example:__ The ciphered message is `44,15,375,44,25` and the key `11,5,25` (for `KEY`)

Divide the first number of the message by the second number of the key. Write the result (which must be integer). Same for the next numbers of the message and the key.

__Example:__ `44/11=4`, `15/5=3` etc. The original plain text is `4,3,15,4,5` (`DCODE`).

The message is made of numbers with 1 to 5 digits, none is prime.

Vigenere multiplication can be cracked by trying to find the length for which GCD of values are the greatest.

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