2
Thorn Lighting Plugin
12
Igr&FAiAJbgDB*G0
96636470
Thorn
HIPAK G4 M LED20000-840 WB HFIX QC5
901
suspendu
0.00
1.0
Luminaire LED pour plafonds élevés avec point de suspension unique IP65 et optique à faisceau extensif. Électronique, gradable DALI-2 , pour alimentation 220-240V, 50/60Hz. Classe électrique I. IK08. Boîtier : aluminium. Verre/Diffuseur : Polycarbonate (PC). Livré avec crochet de fixation. Équipé d’une prise à connexion rapide à 5 pôles. Livré avec LED 4 000 K.
Température ambiante : -30°C à +50°C
Dimensions : Ø320 x 170 mm
Puissance du luminaire: 109,6 W
Flux lumineux du luminaire: 20000 lm
Efficacité lumineuse du luminaire: 182 lm/W
Poids : 4,18 kg
WMF
TLG_HIP4_M_ALL.wmf
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Hipak G4 � M LED20000-840 WB HF QC5
TLG_SP_0045854_M_WB_20K
04.04.2023 / James Foster
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