$ 493.76
$ 493.76
493.76
AUD
$ 493.76
This combination does not exist.
Midgrit 240 Disc Brush - Medium/Hard
508mm Midgrit Disk Brush suitable for applications such as smoothed and sealed ceramic tiles, concrete, and epoxy floors. To suit: SC2000. SC500. SC450. SC530. Scrubtec. Nilfisk Genuine Part.
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
