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)
Slide the speaker down slowly onto the pedestal.
o
(b
Adjust the length of the speaker cord•
m
• Do not catch the speaker cord between the speaker and the pedestal.
• Do not drop the speaker when mounting.
Secure the speaker with the screws in order @ to @.
Screws with washer (short) (2)
(supplied)
12us