Documentation & Code Examples for the MSR90 Magnetic Strip Card Reader 💳
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MSR90

A journey into learning about magnetic strip data in modern day cards

WORK IN PROGRESS

Hardware: Deftun MSR90 3 Track Reader

The information and code provided in this repository are intended for educational and research purposes only, focusing on magnetic stripe data security and the documentation of the MSR90 magnetic card reader. The author of this repository does not endorse or promote the use of this information for fraudulent or illegal activities. The content is provided "as is" without warranty of any kind, express or implied. Neither the author nor the contributors shall be held liable for any damages arising from the use of this information. Users are encouraged to comply with all applicable laws and regulations regarding magnetic stripe data usage.

Information

This repository serves as a personal exploration of magnetic stripe data as used in modern payment systems. The focus is on understanding the formatting of magnetic strip data, the mechanics of how systems interpret this data, and the associated security risks and vulnerabilities.

Despite the widespread use of magnetic stripe technology in financial transactions, there is a notable scarcity of accessible information and practical code examples on this topic.

Let's hope we don't get Banned 🤷

Initial discover & observances

To my suprise, most of these card readers act as an HID that mimics a keyboard. Simply put, you swipe a card and it types the data out that is on the magnetic strip. Also to my suprise these work out of the box on Linux & Android systems.

Financial Cards

These follow the ISO/IEC 7813 standard which define the properties of financial transaction cards.

Track 1

Track 1 is written with code known as DEC SIXBIT plus odd parity.

It can contain up to 79 characters.

Most bank cards are using format B

Additional un-common formats
Format Description
A Reserved for proprietary use of the card issuer
C-M Reserved for use by ANSI Subcommittee X3B10
N-Z Available for use by individual card issuers
Example data
%B4815881002867896^YATES/EUGENE JOHN         ^37829821000123456789?
%B4815881002861896^YATES/EUGENE L            ^^^356858      00998000000? 

Track 2

It can contain up to 40 characters.

Track 3

It can contain up to 107 characters (same density as track 1 but has the same character encoding as track 2)

Most cards do not even use a 3rd track, and is mostly un-used worldwide.

Service Code

First digit
Code Description
1 International interchange OK
2 International interchange, use IC (chip) where feasible
5 National interchange only except under bilateral agreement
6 National interchange only except under bilateral agreement, use IC (chip) where feasible
7 No interchange except under bilateral agreement (closed loop)
9 Test
Second digit
Code Description
0 Normal
2 Contact issuer via online means
4 Contact issuer via online means except under bilateral agreement
Third digit
Code Description
0 No restrictions, PIN required
1 No restrictions
2 Goods and services only (no cash)
3 ATM only, PIN required
4 Cash only
5 Goods and services only (no cash), PIN required
6 No restrictions, use PIN where feasible
7 Goods and services only (no cash), use PIN where feasible

Major Industry Identifier (MII)

Number Description
0 ISO/TC 68 and other industry assignments
1 Airlines
2 Airlines, financial and other future industry assignments
3 Travel and entertainment
4 Banking and financial
5 Banking and financial
6 Merchandising and banking/financial
7 Petroleum and other future industry assignments
8 Healthcare, telecommunications and other future industry assignments
9 For assignment by national standards bodies (next 3 digits are ISO 3166-1)

Issuer Identification Number (IIN)

Issuer INN Range PAN Digits
American Express 34-37 15
China Union Pay 62 16-19
Diners Club International 36, 38, 39, 309, 300-3005 14
Discover 65, 644-649, 6011, 622126-622925 16, 19
JCB 3528-3589 16
Maestro 50, 56-69 12-19
Mastercard 51-55, 2221-2720 16
RuPay 607 16
Visa 4 12, 16, 19

Notes

The Luhn Algorithm or modulo-10 Algorithm (example python code) is used to determine the last digit of the account number, also known as the Check Number.

This number should be divisible by 10, hence "modulo-10" ;)

References


Mirrors for this repository: acid.vegasSuperNETsGitHubGitLabCodeberg