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FR89 Low VOC Epoxy Filler
Thoroughly stir base to ensure all components are adequately dispersed. Add activator
while stirring.
Note: All products and components should be placed in ambient conditions of 15-30°C
(59-86°F) for at least 24 hours prior to mixing and application.
AFNOR4 19 - 28 seconds
BSB3 35 - 55 seconds
FORD4 17 - 24 seconds
ISO4 34 - 53 seconds
ZAHN2 22 - 34 seconds
Note: Viscosities quoted are typical ranges obtained when using specified mix ratio.
3 hours @ 21 - 25°C (70 - 77°F)
Recommended Application Conditions:
Temperature 15 - 30°C (59 - 86°F)
Relative Humidity 30 - 80%
Apply 1-2 double track coats to achieve the recommended dry film thickness of
30-40µm
Theoretical Coverage: (ready for use)
16 m²/Lt @ 35 μm dry film thickness
640 ft²/US gal @ 1.4 mil dry film thickness
Recommended Dry Film Thickness: