Password Entropy Analyser

Calculate Shannon entropy, run offline zxcvbn pattern analysis, and see estimated GPU crack times across four hardware tiers — nothing leaves your browser.

ZERO UPLOAD · ALL LOCAL
  1. Type or paste a password into the input field — strength updates instantly as you type.
  2. Check the entropy bits and strength tier in the meter below the input.
  3. Review the crack time table to see how long each attack scenario would take against your password.
  4. Read the feedback panel for specific suggestions if zxcvbn detected patterns or weaknesses.
  5. Use the eye icon to unmask the password if you need to review what you typed.

Entropy by character pool at 12 characters

  • ~56.4 bits
  • ~68.4 bits
  • ~71.5 bits
  • ~78.8 bits

NIST SP 800-63-4 requires at least 15 characters for a password standing alone as the only factor — 12 characters clears only the 8-character multi-factor floor.

Entropy by character pool at 16 characters

  • Lowercase only (26 chars) ~75.2 bits
  • + Uppercase (52 chars) ~91.2 bits
  • + Digits (62 chars) ~95.3 bits
  • Full 95-char pool ~105.1 bits — the ceiling for this length

Pre-filled for this page

The input below is pre-filled with 1234, the example this page refers to, so you can see it analysed immediately.

6-digit PIN entropy at a glance

  • 1,000,000 combinations (10⁶)
  • 19.93 bits — 100x a 4-digit PIN's 13.29 bits
  • 29.63% of studied 6-digit PINs
  • 20.66% of studied 6-digit PINs

Research on throttled attackers (10 to 100 guesses) found six-digit PINs provide little to no improvement over four-digit ones, because roughly half encode a calendar date.

Diceware entropy by word count

  • Wordlist size 7,776 words (6⁵, matching five dice rolls)
  • Per word log₂(7776) ≈ 12.925 bits
  • 6 words (EFF recommended) ~77.5 bits
  • 7 words ~90.5 bits

WPA2 passphrase math

  • 8 to 63 printable ASCII characters (IEEE 802.11 standard)
  • ~52.6 bits
  • ~413.9 bits
  • always a fixed 256-bit PMK via PBKDF2-HMAC-SHA1, 4,096 iterations

A longer passphrase doesn't produce a longer key — it makes each of those 4,096 iterations per guess harder for an offline attacker to brute-force.

Type or paste a password to analyse its strength.

Length
Character pool
Entropy
Pattern
Attack Scenarios GPU times assume raw brute-force of a stolen hash. Online times use pattern-aware estimation against a live service.
GPU — Fast Hash (NTLM, MD5) Est. crack time
RTX 4070 Ti Super 155 GH/s · 16 GB GDDR6X
RTX 5070 175 GH/s · 12 GB GDDR7
RTX 4090 300 GH/s · 24 GB GDDR6X
RTX 5090 410 GH/s · 32 GB GDDR7
GPU — Slow Hash (bcrypt cost 12 / Argon2id) Est. crack time
RTX 4070 Ti Super 740 H/s * · 16 GB GDDR6X
RTX 5070 670 H/s * · 12 GB GDDR7
RTX 4090 1,440 H/s * · 24 GB GDDR6X
RTX 5090 2,380 H/s * · 32 GB GDDR7
Online Attack Est. crack time
Throttled 100 guesses/hour — rate-limited login service
Unthrottled 10 guesses/second — no rate limiting

* bcrypt and Argon2id are deliberately slow password hashes, so their crack times depend entirely on the cost factor a site configures. These rates assume bcrypt at cost factor 12, a conservative legacy setting. OWASP's current guidance prefers Argon2id for new systems and lists bcrypt as a legacy fallback with a work factor of 10 or more. Published hashcat v6.2.6 benchmarks measure bcrypt at cost factor 5 (RTX 4090 at 184 kH/s, RTX 5090 at 305 kH/s); each step up the cost factor doubles the work, so cost 12 runs 128 times slower than the benchmark default. The RTX 4090 and RTX 5090 figures divide those benchmarks by 128, while the RTX 4070 Ti Super and RTX 5070 figures are scaled from their SM and core counts. Sources: hashcat RTX 4090, hashcat RTX 5090, and the OWASP Password Storage Cheat Sheet.

Why offline analysis matters

Typing a password into a web-based strength meter is a small act of trust most people make without thinking. When the meter runs server-side, the password travels over HTTP before any feedback appears. The security check itself becomes a data exposure event. This tool works differently: analysis runs entirely in your browser using TypeScript and a pattern model that loads locally as a JavaScript module. Nothing is transmitted.

The pattern analysis library loads on demand the first time you click the input field, not at page load. Your browser caches those module files, and after that initial download, every analysis runs in local memory. You can verify this yourself by opening DevTools, switching to the Network tab, and typing a password. The only requests shown are the module files loading once. After that, there are no outbound requests, and the tool continues working even offline.

TIP Load the page once while you are online, then disconnect from the internet. The tool keeps working because the TypeScript analyzer and the zxcvbn pattern module are already cached in your browser after that first visit. You can type any password with full confidence that no network request leaves your machine while the analysis runs.

Shannon entropy and character pool size

Entropy is a measure of unpredictability, not complexity. It counts the bits of uncertainty an attacker must resolve to guess your password through brute force, under the assumption that they know your character set but not which specific characters you chose. Adding even one character class expands the keyspace significantly, because the attacker must now test every position against a larger alphabet.1

Pool size comes from which character classes appear: lowercase letters add 26, uppercase adds 26, digits add 10, and printable ASCII symbols add 33, giving a maximum pool of 95. Entropy equals length multiplied by log₂(poolSize). A 12-character password using the full 95-character set yields roughly 78.9 bits, meaning an attacker must resolve 2⁽⁹·⁹ possible combinations to guarantee a hit. Using even one uppercase letter grants the full 26-character uppercase pool, because a brute-force scanner must test every position against the expanded alphabet.2

What entropy does not capture

High entropy does not mean a password is strong in practice. Entropy treats every character position as equally random, but humans rarely choose randomly. A 15-character all-digit password carries 49.8 bits of entropy by the formula, yet every character is drawn from a pool of only 10. An attacker targeting digit-only combinations exhausts that space far faster than the entropy figure implies. The tool accounts for this by capping the displayed strength score using both zxcvbn's pattern estimate and the entropy ceiling simultaneously, always showing the lower of the two signals.3

Reading the crack time table

Two separate threat models drive the table's layout. GPU rows assume the attacker has obtained a password hash from a database breach and is cracking it offline using dedicated hardware with no request rate limit. Online rows assume the attacker is submitting guesses directly against a live login service, where network latency, HTTP overhead, and lockout policies slow everything down. The time scales differ by many orders of magnitude between the two categories.

For GPU rows, crack time uses raw brute force: the full keyspace (poolSize raised to the power of length) divided by 2 for the average case, then divided by the GPU's hash rate. The fast hash section covers NTLM and MD5, which are non-iterative algorithms designed for speed. Modern graphics cards test hundreds of billions of these per second. The slow hash section covers bcrypt and Argon2id, which are intentionally expensive functions that cap GPU throughput in the hundreds or thousands per second regardless of hardware tier.45

Why bcrypt cost factor changes everything

The slow hash rows hinge on a number that never appears in the password itself: the cost factor. bcrypt repeats its internal key-setup loop a number of times set by that factor, and each step up the scale doubles the work, so a hash stored at cost 12 takes 128 times longer to test than one stored at cost 5. Hashcat benchmarks bcrypt at cost 5 by default, which is why raw benchmark charts show an RTX 4090 reaching 200,000 hashes per second.67 Most real login systems should not store passwords that cheaply.

Because OWASP's current guidance prefers Argon2id for new systems and lists bcrypt as a legacy fallback with a work factor of 10 or more, the table models bcrypt at cost 12 as a conservative legacy setting. Dividing the cost-5 benchmark by 128 brings the RTX 4090 down to roughly 1,560 bcrypt hashes per second. A 12-character random password that an NTLM attack would clear in seconds can therefore survive centuries of offline bcrypt cracking. The algorithm a site chooses, and the cost factor it configures, shapes your real exposure far more than the raw speed of the attacker's card.

Online rows use zxcvbn's pattern-aware guess estimate rather than raw brute force. Attackers hitting a live login endpoint start with the most common passwords and credential-stuffing lists, not random combinations. A password that looks random to a brute-force formula might still fall quickly if it follows a recognizable pattern that appears in breach data. Throttled means 100 guesses per hour, which most web services enforce. Unthrottled means 10 guesses per second on a service with no rate limiting configured.3

NOTE Crack times are order-of-magnitude estimates based on single-card benchmark figures, not a guarantee of how long any real attack would take. Actual speeds shift with thermal throttling, driver version, the cost factor a site configures, and multi-GPU or clustered cracking setups. Treat the table as a way to compare relative risk across algorithms and hardware tiers rather than a precise prediction.

zxcvbn pattern analysis

Most passwords people create fall into patterns that attackers specifically train for. NIST notes that attackers are likely to guess dictionary words and passwords from previous breaches, so common patterns should be blocked before throttling takes effect.1 zxcvbn applies the same idea locally: it starts with common passwords and wordlists, then applies systematic mutations and character substitutions. The pattern label in the metric strip identifies the dominant structure found in your password, if any. Five categories cover the most common weaknesses:

The five weakness categories

  • Dictionary: matched a common English word, name, or well-known password pattern.
  • Keyboard walk: follows adjacent key rows or columns such as "qwerty", "asdfg", or "1qaz2wsx".
  • Repeated characters: "aaaa", "abababab", or other repeating substrings.
  • Sequential characters: consecutive alphabet or number sequences such as "abcd", "1234", or "zyxw".
  • Date pattern: embedded dates in common formats like "19870612" or "Jun1987".

When Shannon entropy and the zxcvbn score point in different directions, the tool always applies the lower of the two. "P@$$w0rd123" uses uppercase, symbols, and digits, giving a pool size of 95 and over 70 bits of Shannon entropy. Yet it scores Very Weak because the substitution pattern (@ for a, $ for s, 0 for o) appears in virtually every password cracking ruleset. Your final displayed score reflects both signals, and the feedback panel explains exactly what zxcvbn detected and how to address it.

Password Strength Score Bands

  • Under 28 bits
  • 28-39 bits
  • 40-54 bits
  • 55-74 bits
  • 75+ bits
  • 128× slower

Type your own password above and compare its entropy score and bcrypt-scaled crack time against these bands.

Sources
  1. 1.

    NIST, "Strength of Passwords," nist.gov, accessed June 2026. https://pages.nist.gov/800-63-4/sp800-63b/passwords/

  2. 2.

    Wikipedia, "Password strength," en.wikipedia.org, accessed June 2026. https://en.wikipedia.org/wiki/Password_strength

  3. 3.

    Dropbox, "zxcvbn README," github.com, accessed June 2026. https://github.com/dropbox/zxcvbn/blob/master/README.md

  4. 4.

    R. Rivest, "The MD5 Message-Digest Algorithm," RFC 1321, IETF, April 1992. https://www.rfc-editor.org/rfc/rfc1321

  5. 5.

    A. Biryukov, D. Dinu, D. Khovratovich, and S. Josefsson, "Argon2 Memory-Hard Function for Password Hashing and Proof-of-Work Applications," RFC 9106, IETF, March 2021. https://www.rfc-editor.org/rfc/rfc9106

  6. 6.

    OWASP Foundation, "Password Storage Cheat Sheet," cheatsheetseries.owasp.org, accessed June 2026. https://cheatsheetseries.owasp.org/cheatsheets/Password_Storage_Cheat_Sheet.html

  7. 7.

    Francisco Pires, "One RTX 4090 Is Faster at Password Cracking Than Three 6900XTs, Eight 1080s," tomshardware.com, October 2022. https://www.tomshardware.com/news/rtx-4090-password-cracking-comparison

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