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)
2. P
air the sensors to ensure that the connection to the hub is steady based on
their designated locations.
3. T
wist the supplied bracket clockwise to the back of the hub. Be sure to follow
the “UP” direction.
4. P
eel the bracket’s adhesive and stick the hub to the desired surface area.
20