The dimensions and physical features of the DarkNode Panel are shown in the following figure.
Figure 1. DarkNode Panel Showing Dimensions, Physical Features, and Mounting Orientation, mm (in.)
![](data:image/png;base64,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)
The dimensions and physical features of the DarkNode Panel are shown in the following figure.