Encrypt and decrypt with affine cipher (ax + b mod 26). Includes brute force mode and modular inverse calculator
Affine Cipher
The Affine Cipher utility provides a straightforward way to apply one of the classic monoalphabetic substitution ciphers to text. By using the mathematical formula (ax + b mod 26), users can transform plain text into ciphertext or reverse the process with ease. It simplifies the complexities of modular arithmetic, handling the necessary calculations for the multiplier and shift parameters...
- 02XFreeToolxfreetool.com
Affine Cipher helps you work with Affine and Cipher in a focused developer tools workflow. Follow the page inputs and...
Side by side
Affine Cipher options compared
| Tool | Best for | Strengths | Limitations |
|---|---|---|---|
| Inventive HQ inventivehq.com | Students and hobbyists learning cipher mechanics |
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| XFreeTool xfreetool.com | Quick encode/decode without advanced features |
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Buyer's guide
How to choose a affine cipher
When picking an Affine Cipher tool, check whether you need to explore multiple key combinations or understand the modular arithmetic involved. If you are learning or solving puzzles, a tool with brute force and inverse calculation saves time and reduces errors. If you only need to quickly encode or decode a single message and can verify the math yourself, a simpler interface may suffice.
Questions
Affine Cipher FAQ
- What is the affine cipher formula and how do the keys work?
- The affine cipher uses the formula (ax + b mod 26), where 'a' is the multiplier and 'b' is the shift. The multiplier 'a' must be coprime with 26 for the cipher to be reversible, and the modular inverse of 'a' is needed to decrypt the message.
- Can I use the affine cipher to decrypt any message without knowing the keys?
- Not without additional information. The tool's brute force mode can test multiple key combinations, but you will need to recognize which output looks like meaningful plaintext, as the affine cipher does not hide word patterns.
- Why must the multiplier 'a' be coprime with 26?
- If 'a' shares a factor with 26, the modular inverse does not exist, making decryption impossible. The tool's inverse calculator helps verify this condition before you begin.
- Is the affine cipher secure for protecting sensitive information?
- No, the affine cipher is a historical monoalphabetic substitution cipher and offers virtually no security by modern standards. It is suitable for educational purposes, puzzles, or casual use but not for protecting confidential data.
- What happens if I enter a multiplier that is not coprime with 26?
- The tool may fail to produce a reversible encryption, or the modular inverse calculator will indicate that no inverse exists. Check the tool's output or documentation for handling this case.

