Results
Entropy
Strength
- Very weak (under 36 bits)
- Weak (36–59)
- Reasonable (60–79)
- Strong (80–127)
- Very strong (128+)
How it works
bits = length × log₂(characters)Each truly random character adds log₂(pool size) bits: about 4.7 for a lowercase letter, 6.6 for any printable character. A random 4-word passphrase from the 7,776-word Diceware list has 4 × 12.9 = 51.7 bits; 6 words have 77.5. Every extra bit doubles the guessing time. This assumes random choices; real passwords made of names, dates or common words are far weaker than their length suggests.
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Length × log₂(characters)
12 × log₂(95) = 78.8 bits -
Half of 2^bits guesses, at the attacker’s speed
2^78.8 ÷ 2 ÷ 10,000,000,000 per s -
Good to know
- Use a password manager and unique passwords; length beats complexity.
Printed from rocketcalc.io/computing/password-entropy