MIFARE Classic® Compatible 1K 7-byte UID Direct Write
MIFARE Classic® Compatible 1K 7-byte UID tag - Direct Write
Need to make perfect clones of MIFARE Classic® Compatible 1K 7-byte UID cards and tags ? Our UID Modifiable "Magic" MIFARE Classic® Compatible 1k 7-byte UID Direct Write tags are what you need.
| Feature | Information | Notes | ||
|---|---|---|---|---|
| Chipset | MIFARE Classic® Compatible | |||
| Memory Size | 1K | |||
| UID Size | 7 Byte | |||
| UID Modifiable | ✔️ | Multiple times | ||
| Chip Generation | Gen 2 |
Chipset Generation Guide |
||
| UID Type | Unlock Required | DirectWrite | One Time Write | Notes |
| UID Type | ✔️ | |||
| Compatibility | LibNFC | Proxmark | Android | Notes |
| UID Writing | ✔️ | ✔️ | ✔️ | MifareClassicTool recommended for Android |
| Card Writing | ✔️ | ✔️ | ✔️ | Non-Block0 writing supported by all devices |
| Card Reading | ✔️ | ✔️ | ✔️ | Card reading supported by all devices |
Not all 'Magic' cards are alike. There are many chipset types, each with different levels of reliability and functionality. Lab401 has spent years sourcing, testing and visiting factories to find the most reliable and flexible 'magic' cards on the market.
IMPORTANT:
The UID of MIFARE Classic® Compatible 1K 7-byte UID Modifiable tags is comprised of two parts: the UID itself, and the BCC. The BCC is a checksum value calculated from the UID. If the BCC is incorrect, tag will be rejected by the reader.
Most RFID tools, such as the Proxmark, LibNFC, MCT etc automatically calculate the BCC when the UID is modified. If you are modifying the UID by hand, it is vital that the BCC is correctly calculated.
Lab401 cannot provide support or refunds under any circumstances for cards that were 'bricked' due to incorrect UID/BCC configuration.
Hands on: See the card in action
Like all of the Magic cards supplied by Lab401, the MIFARE Classic® Compatible 1K UID Changeable via Direct Write card is compatible and integrated into all of your favourite tools: Android, Proxmark 3, libnfc, etc.
Using the cards is incredibly simple - check out the demonstration below.