Password Entropy Calculator
Measure a password’s entropy in bits — the honest way.
What you provide
No network requests are made from this pageNever paste a production secret into any website, including this one. Test with a password of the same shape instead.
How this works
Entropy starts from the character set and length, then is lowered for patterns cracking software exploits — dictionary words, keyboard runs, a word followed by numbers. The result is the effective bits, not the flattering theoretical maximum.
What the results mean
- Effective entropy
- Genuine unpredictability after predictable structure is subtracted. Under 35 bits is weak; 60 or more is strong against brute force.
Common problems and fixes
- My password scores lower than I expected
- The formula that flatters it assumes every character was chosen at random. A password you invented has structure — a word, a capital at the front, digits and a symbol at the end — and cracking tools try exactly that structure first. The lower figure is the honest one, and the fix is randomness rather than more characters of the same shape.
- A passphrase scores lower than a shorter random string
- Its entropy comes from the number of words and the size of the list they were drawn from, not from its character count. Four words from a 7,776-word list is about 51 bits regardless of how long it looks. That is still strong and memorable, but it does not scale with letters the way a random string does.
- Two similar passwords score very differently
- The estimate looks for patterns rather than measuring characters, so a small change that breaks a recognised pattern moves the number a lot. That is the point of the calculation, and it means the figure is best used to compare approaches — random against invented, longer against more complex — rather than read as a precise measurement.
Frequently asked questions
Why is my entropy lower than length × log2(alphabet)?
Because that formula only holds for a truly random password. A password you invented has structure — words, dates, keyboard patterns — that cracking tools try first, so its real entropy is lower. This tool subtracts for the patterns it detects, giving a figure closer to how the password would actually fare.
How many bits of entropy are enough?
Under 35 bits is weak against any serious attempt. Around 60 is a reasonable floor for an account that matters, and 80 or more is appropriate where the hash could be stolen and attacked offline. The context decides it: a rate-limited login is a very different threat from a leaked password database.
Is my password sent anywhere for this?
No. The calculation runs entirely in your browser, this page carries no advertising, and it ships a Content-Security-Policy that blocks outbound connections — which you can read in the page source. It would be indefensible to build a page that analyses passwords and then transmits them, so the policy is there to make the claim checkable.
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