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Snap-in Retainer makes cleaning or
replacing media simple. No tools required.
Plastic Filter Kit
for 120mm fans
RoHS Compliant
10557 Metric Drive
Dallas, Texas 75243
OrionFans.com
Information and data is subject to
change without prior notification.
Guard & Snap-in Retainer
Plastic - reinforced ABS, UL approved materials
Rating UL94V-O
Media
Polyurethane foam material meets UL94HF-1 or
higher.
Porous mesh 30PPI, 45PPI or 60 PPI available
PPI = Pores Per Inch.
30 or 45 PPI recommended for most fan
applications
Low air resistance, filtration of particulate matter,
noise abatement
Part Number Description
GRM120-30 120mm Fan filter kit, includes G120P guard, R120P, retainer, and 30 ppi media
GRM120-45 120mm Fan filter kit, includes G120P guard, R120P retainer, and 45 ppi media
GRM120-30/PK 10-Pack GRM120-30 filter kits, Boxed
GRM120-45/PK 10-Pack GRM120-45 filter kits, Boxed
4.92 in
125mm
4.69 in
119 +/-0.8mm
4.70 in
119.5mm
4.11 in
104.5 +/-
0.5 mm
.20 in - 5.1mm
1.0 in - 2.5mm
.40 in - 10.1mm