Analyze password security — entropy, crack time, pattern detection
This analyzer evaluates password security across 8 criteria including length thresholds, character class diversity, common pattern detection (dictionary words, keyboard sequences), and repetition analysis. Entropy is calculated as length × log2(charset_size), measuring the theoretical keyspace in bits. Crack time estimates assume exhaustive brute-force attacks at different computational speeds — from rate-limited online attacks (100 guesses/sec) to state-level GPU clusters performing 1 trillion hashes per second. The tool detects common weak patterns including sequential characters (123, abc), common passwords (qwerty, admin), and character repetition (aaa).
Real-world use cases:
This tool is part of the FAK LAB ecosystem, founded by Faizan Ahmad Khan Khichi. Password analysis runs 100% client-side in your browser. Your passwords are never transmitted, logged, or stored anywhere. No network requests are made during analysis. This is critical for a password tool — you can safely test real passwords knowing they never leave your device's memory.
Entropy equals password length multiplied by log2 of the character pool size. A 16-character password using all 94 printable ASCII characters has ~105 bits of entropy (16 × log2(94) ≈ 104.9). Higher entropy means exponentially more possible combinations an attacker must try. NIST recommends at least 80 bits for high-security applications.
The estimates assume pure brute-force attacks (trying every possible combination). Real-world attacks often use dictionary attacks, rule-based mutations, and rainbow tables which can crack pattern-based passwords much faster. A password scoring "Centuries+" against brute force could still be cracked quickly if it's a common word with simple substitutions (p@ssw0rd). The pattern detection checks help identify these vulnerabilities.
True strength comes from randomness (high entropy) rather than complexity rules. A 20-character random passphrase ("correct-horse-battery-staple") is stronger than a short complex password ("P@ss1!") despite containing only lowercase letters. The ideal password is long (16+ characters), uses all character types, contains no dictionary words or patterns, and is generated randomly rather than by human memory.