Password Strength Checker: What Makes a Password Actually Strong
Password strength isn't about special characters. It's about entropy — the number of possible combinations an attacker would have to try to crack it by brute force.
How Entropy Works
Entropy = log2(character set size ^ password length)
A 8-character password using lowercase letters only (26 characters):
log2(26^8) = 8 × log2(26) ≈ 37.6 bits of entropy
Same length with uppercase, lowercase, numbers, and symbols (~94 characters):
log2(94^8) ≈ 52.4 bits of entropy
A 16-character lowercase-only password:
log2(26^16) ≈ 75.3 bits of entropy
The 16-character simple password is dramatically stronger than the 8-character complex one, even though it looks "simpler."
Why Length Beats Complexity
Adding one character to a password multiplies the search space by the size of the character set. Adding special characters to the rules increases the character set by perhaps 30 characters — multiplying the space by ~1.3x per character used.
Going from 8 to 16 characters multiplies the search space by 26^8 ≈ 200 billion times (for a lowercase-only password). No addition of special characters gets close to that improvement.
The Passphrase Approach
Four random common words: "correct horse battery staple" (the famous XKCD example).
Assuming a 2,000-word common word list: log2(2000^4) ≈ 43.9 bits of entropy — comparable to a random 8-character password with full character set, and far easier to remember.
With a larger dictionary (10,000 words): log2(10000^4) ≈ 53.2 bits — and it's still memorable.
What Actually Gets Passwords Cracked
Modern attackers rarely brute-force character combinations. They use:
- Breached databases — your password from a past leak
- Dictionary attacks — common words, names, dates, common substitutions (@ for a, 0 for o)
- Password patterns — "Word+Year+!" is not random
A unique, randomly generated password (via a password manager) for each site defeats all three.
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