Brush Type
Dual Cylindrical
Cleaning Path
510mm
Dimensions (LxWxH)
1256mm x 785mm x 1095mm
Power Type
Battery
Propulsion
Self-Propelled
Recovery Tank
65L
Solution Tank
60L
$ 12,540.00
$ 12,540.00
12540.0
AUD
$ 11,400.00
$ 11,400.00
$ 11,400.00
Ex. GST
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Fimap Maxima 50BTs Walk-Behind Cylindrical Scrubber Dryer
Fimap Maxima 50Bt Walk-Behind Battery Cylindrical Scrubber Dryer complete with batteries and on-board charger
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