![](data:image/png;base64,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)
13
RPM CFM N.W. G.W. C.F.
54"
120
120
120
0.31
0.47
0.64
12.2
33.7
76.4
65
124
201
2019
4147
6341
Fan Size Speed Volts Amps Watts
Low
Medium
High
These are typical readings. Your actual fan may vary.
They do not include amps and wattage used by the
light(s).
10.7
kgs
11.8
kgs
1.65'
SPECIFICATIONS