Password Entropy Calculator
How long would it take to crack a password?
Strength Very Weak
Length 11 chars
| Hash Algorithm Attacker GPUs | 1 GPU | 10 GPUs | 100 GPUs | 1k GPUs | 10k GPUs | Nation State |
|---|---|---|---|---|---|---|
| MD5 | Instant | Instant | Instant | Instant | Instant | Instant |
| SHA-1 | Instant | Instant | Instant | Instant | Instant | Instant |
| SHA-512 | Instant | Instant | Instant | Instant | Instant | Instant |
| PBKDF2 | Instant | Instant | Instant | Instant | Instant | Instant |
| bcrypt | Instant | Instant | Instant | Instant | Instant | Instant |
| scrypt | Instant | Instant | Instant | Instant | Instant | Instant |
| Argon2id | Instant | Instant | Instant | Instant | Instant | Instant |
How to read this table
Each cell shows the estimated time to crack the password. Rows represent different password hashing algorithms (stronger ones like Argon2id take longer to crack). Columns represent the attacker's computing power (more GPUs = faster cracking). Hash rates are based on RTX 5090 benchmarks with standard hash parameters. We use haveibeenpwned.com to securely check for password breaches. Breached password entropy is heavily penalised, as they are much less secure. Read more on Github.