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Table of Contents
Rohde & Schwarz 2
Table of Contents
1 Supported Instruments .......................................................... 3
2 Getting Started ....................................................................... 4
2.1 LabWindows/CVI driver ............................................................................... 4
2.2 VXIplug&play driver in C# and Visual Basic.NET ..................................... 4
2.3 Linux and Mac OS X ..................................................................................... 4
2.4 VXIplug&play driver in MATLAB ................................................................. 5
2.5 Additional Help ............................................................................................. 5
3 LabWindows/CVI and VXIplug&play driver history ............. 6