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Adler-32 Hash Code Calculator

Published: February 10, 2025 at 4:29:45 PM UTC

Hash code calculator that uses the Adler-32 hash function to calculate a hash code based on text input or file upload.

The Adler-32 hash function is a checksum algorithm that is simple, fast, and often used for data integrity verification. It was designed by Mark Adler and is commonly used in applications like zlib for data compression. Unlike cryptographic hash functions (like SHA-256), Adler-32 is not designed for security but for quick error-checking. It computes a 32-bit (4 bytes) checksum, usually represented as 8 hexadecimal characters.

Full disclosure: I did not write the specific implementation of the hash function used on this page. It is a standard function included with the PHP programming language. I only made the web interface to make it publicly available here for convenience.


Calculate New Hash Code

Data submitted or files uploaded through this form will only be kept on the server for as long as it takes to generate the requested hash code. It will be deleted immediately before the result is returned to your browser.

Input data:



Submitted text is UTF-8 encoded. Since hash functions operate on binary data, the result will be different than if the text was in another encoding. If you need to calculate a hash of a text in a specific encoding, you should upload a file instead.



About the Adler-32 Hash Algorithm

I'm not a mathematician, but I'll try to explain this hash function using an everyday analogy that I hope my fellow non-mathematicians can understand. Unlike many of the cryptographic hash functions, Adler32 is a quite simple checksum function, so this shouldn't be too bad ;-)

Imagine you have a bag of small numbered tiles, each representing a letter or part of your data. For example, the word "Hi" has two tiles: one for "H" and one for "i".

Now, we’re going to do two simple things with these tiles:

Step 1: Add Them Up (Sum A)

  • Start with the number 1 (just as a rule).
  • Add the number from each tile to this total.

Step 2: Keep a Running Total of All the Sums (Sum B)

  • Every time you add a new tile's number to Sum A, you also add the new value of Sum A to Sum B.
  • It's like stacking coins: you add one coin on top (Sum A), and then you write down the new total stack height (Sum B).

At the end, you glue the two totals together to make a single big number. That big number is the Adler-32 checksum.

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Mikkel Bang Christensen

About the Author

Mikkel Bang Christensen
Mikkel is the creator and owner of miklix.com. He has over 20 years experience as a professional computer programmer/software developer and is currently employed full-time for a large European IT corporation. When not blogging, he spends his spare time on a vast array of interests, hobbies, and activities, which may to some extent be reflected in the variety of topics covered on this website.