Alientech Ksuite 3.95

WORK IN OBD ON THE LATEST DUCATI AND MOTO GUZZI.

Today’s update is dedicated exclusively to the two wheels. The Alientech technicians have been focusing on some of the world’s most famous brands: Ducati and Moto Guzzi.

In particular, you will be able to work in OBD with KESSv2, on the ECUS Ducati Continental M3D – M4D and Moto Guzzi Marelli 7SM.

The motorcycles involved in this update are among the best-selling in the world: design and mechanical masterpieces that, thanks to this new update, you can make perfect: Ducati Streetfighter, Ducati Panigale, Ducati Scrambler, Moto Guzzi V85 TT.

Remap a motorcycle ECU is a real professional job, and, thanks to these new protocols, you will work in OBD by using KESSv2 in complete safety and simplicity.

The new supported ECUS are:

• Continental M3D
• Continental M4D
• Marelli 7SM

Let’s make your job even easier!

To work in OBD on the Marelli 7SM ECU, you can use the new 6pins cable Moto Guzzi.

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