EQL B 840 HFIX L2000 HO
96634916
9010299341921
96634916
A
true
False
false
false
2
5
Thorn
PNG
Logo_T.png
Thorn 96634916 EQL B 840 HFIX L2000 HO
29274
Indoor Lighting
Battens, Trunking and Systems
Equaline
Equaline Batten, dimmable
80, colour temperature 4000 K.
Equaline consists of a channel, LED-batten, cover and accessories, which have to be configured and ordered separately. This product is one part of the complete configuration.
Dimensions: 1997 x 58 x 64 mm
Weight: 2 kg]]>
ProductImage
true
JPG
TLG_EQUL_F_LEDMOD.jpg
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96634916
EQL B 840 HFIX L2000 HO
96634916
9010299341921
96634916
80, colour temperature 4000 K.
Equaline consists of a channel, LED-batten, cover and accessories, which have to be configured and ordered separately. This product is one part of the complete configuration.
Dimensions: 1997 x 58 x 64 mm
Weight: 2 kg]]>
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Zumtobel Open Product Format Generator
3.0.0.0
2024-03-30T07:32:59.7473941+01:00
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