Data & AnalyticsLive🔒 Private

Credit Card Mask Formatter

Format credit card numbers with masking for display. Free online card mask tool. No signup, 100% private, browser-based.

Credit Card Mask Formatter

Masked

4532-****-****-0366

How it works

Credit card masking replaces all but the last four digits with asterisks or X characters, producing a display-safe representation (e.g., **** **** **** 4242) that allows users to identify their card without exposing the full PAN (Primary Account Number). This is a PCI-DSS requirement for any application that displays stored card data.

**PCI-DSS compliance requirements** PCI-DSS Requirement 3.3: "Mask PAN when displayed (the first six and last four digits are the maximum number of digits to be displayed)." The first 6 digits (BIN — Bank Identification Number) identify the issuing bank and card network, which may be exposed for operational purposes. The last 4 digits are retained for card identification. The middle digits must never be displayed.

**Card number structure** Luhn algorithm: all major card numbers (Visa, Mastercard, Amex, Discover) satisfy the Luhn check — a weighted-sum checksum used to detect transcription errors. Card lengths: Visa = 16 digits, Mastercard = 16, Amex = 15, Discover = 16. BIN ranges: Visa starts with 4, Mastercard with 51–55, Amex with 34 or 37.

**Masking vs. tokenization** Masking is a display operation — the original number still exists in storage. Tokenization replaces the PAN with a randomly generated token that is meaningless to an attacker; the mapping is stored in a secure token vault. For full PCI-DSS compliance, tokenization (not just masking) is required for stored card data.

Frequently Asked Questions

How many digits of a credit card number can be displayed per PCI-DSS?
PCI-DSS Requirement 3.3 allows displaying a maximum of the first 6 and last 4 digits. The middle 6 digits must always be masked. Display format: 4111 11** **** 1111 (first 6 and last 4 visible) or **** **** **** 1234 (only last 4 visible — more conservative and most common in practice). Never display or log the full PAN, CVV/CVV2, or magnetic stripe data. The 'first 6 + last 4' rule exists so financial institutions can identify the issuing bank (BIN = first 6 digits) while protecting the accountholder.
What is the Luhn algorithm and how does it work?
The Luhn algorithm validates credit card numbers against transcription errors. Starting from the rightmost digit, double every second digit (right to left). If doubling produces a number > 9, subtract 9 (or equivalently, sum the two digits). Sum all digits. If sum mod 10 == 0, the number is valid. Example: 4532015112830366 → valid. This catches any single-digit transcription error and most transposition errors. It is a checksum, not security — it does not prove the card is real or active.
Is masking the same as tokenization?
No. Masking is a display operation — the full card number still exists in storage, just shown as ****1234 to users. Tokenization replaces the actual PAN with a meaningless surrogate token (a random number like 8472-9183-2749-5830) that has no mathematical relationship to the real card number. The mapping is stored in a secure token vault operated by a payment processor. Tokenization is required for PCI-DSS compliance at the storage level; masking is a display requirement. A tokenized system never has the real PAN in its database at all.
What do the first digits of a card number reveal?
The first digit is the Major Industry Identifier (MII): 3=travel/entertainment (Amex, Diners), 4=Visa, 5=Mastercard, 6=Discover/Maestro. The first 6 digits form the Bank Identification Number (BIN), identifying the issuing bank, card network, and card type (debit/credit/prepaid). Visa starts with 4. Mastercard: 51–55 (transitioning to 2221–2720). Amex: 34 or 37 (15 digits total). Discover: 6011, 622126–622925, 644–649, 65. Knowledge of BIN ranges is used for fraud detection and routing.