![](data:image/png;base64,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)
8
7 MAXIMUM DISTANCE OF HOSES & CORD FROM CHASSIS EDGE
LEFT HAND SIDE RIGHT HAND SIDE
Drain hose - 78 1/2” (2000 mm) Drain hose - 70 1/2” (1800 mm)
Inlet hose - 64 3/4” (1650 mm)
Inlet hose - 49” (1250 mm)
Power cord (excl.plug) - 78 1/2” (2000 mm) Power cord (excl.plug) - 78 1/2” (2000 mm)