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agila-aghir_1500_led_-_micro-einzel-raster_mit_80deg_linse___single_micro_louvre_with_80deg_lens_4700_35_7e9bbcb299598e6d2024-06-10T21:44:56Zadsk:revitadsk:revit:groupingLighting Fixturesadsk:revit:groupingagila-aghir_1500_led_-_micro-einzel-raster_mit_80deg_linse___single_micro_louvre_with_80deg_lens_4700_35_7e9bbcb299598e6d.rfaRevit20212024-06-10T21:44:56ZFamily ParametersConstraintsFaceDimensionsUse DiameterMechanicalNormalIdentity DataOtherNoNoNoNoFace1agila-AGHIR/1500 LED - Micro-Einzel-Raster mit 80° Linse Single micro louvre with 80° lens (1 x LED-3000K, 4698 lm, 3000K)510.00 kg0 V---http://relux.com/search/artfwd/rgl___4700_35w_830_et__19a7b2023266af50/pd_agila-aghir_01.jpgProduct without accessories35 W4698 lm1114111410 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0814b9db6e9564c0a91fb7a791faf216No00 lm1IP 20Protection class I914Pendant luminaires - agilaagila-AGHIR/1500 LED - Micro-Einzel-Raster mit 80° Linse | Single micro louvre with 80° lens1Yes1PendantCeiling4700 35W 830 ET vw RAL 9016 (60615034170)NoRegiolux135 lm/W50000 h141114698 lm1 x LED-3000K69{"ConfigId":"0001","GldfConfigInfo":{"Emerg":{"ControlGearId":"","Emerg":"","EquipId":"","LightSourceId":"","PhotoId":""},"EmitObjId":"","Emitter":{"ControlGearId":"","Emerg":"","EquipId":"","LightSourceId":"","PhotoId":""},"GeoId":"","VariantId":""},"LampId":"13-3020-0-0-_-50000-3000k-_","VariantId":"---"}Suspended luminaire/light run feed luminaire; Housing of sheet steel in a delicate square design; black, die-cast aluminium end faces; Housing colour traffic white RAL 9016; Direct/indirect light distribution, direct share by means of 80° LED clear lens with single micro louvre, black, homogeneous indirect share with opal diffuser made of PMMA, for VDU workstations, omnidirectional glare reduction in accordance with the current standard DIN EN 12464-1. The light source and driver are removable in accordance with the EU 2019/2020 ecodesign requirements and can be replaced in the factory. Electrical connection via integrated white connection cable 3x0.75mm², length 1900mm, stripped cable ends. Complete height-adjustable suspension set with canopy is included in delivery. Black housing and white single micro louvre possible on request. Dimensions (LxWxH/DxH): 1411mm x 51mm x 69mm Placement: LED, Colour rendering/Light colour CRI ≥ 80 / 3000K Colour tolerance: 3SDCM Photobiological safety (Luminaire): RG1 LED service life: 50000h L80/B10 (Tq 25°C) Nominal luminous flux: 4698lm Luminaire luminous efficiency: 135lm/W Controller: Electronic driver (1 pcs.) Wiring: 3x0.75mm² System output: 35W Energy efficiency class/light source: C Mains voltage: 230V Mains frequency: 50Hz Impact resistance (IK rating): IK02 Ambient temperatur: ta 25°C UGR lat./long.: 15.7 / 15.6 Certification mark: IP20, Protection class I, VDU 65°<100, F, Indoor, CE Warranty period: 5 years Regiolux GmbH Type: agila-AGHIR/1500 LED 4700 830 ET vw RAL 9016 Article number: 60615034170 Product deep link: https://www.regiolux.de/en/article/60615034170 General warranty conditions: www.regiolux.de/en/Service/Warranty18002024.1.10.06/10/2024 9:44:50 PM3000K1B94 100 100 73 100CFG_b41df733cd1862b7b29779c2516222a1 : ---_0001CE35 VA132645127
! " # $ % & ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M O P Q R T U V X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v x y 2 0 2 1 2 0 2 0 0 2 2 0 _ 1 1 0 0 ( x 6 4 ) F : \ d a t a \ e x p o r t \ r e g i o l u x \ r f a \ a g i l a - a g h i r _ 1 5 0 0 _ l e d _ - _ m i c r o - e i n z e l - r a s t e r _ m i t _ 8 0 d e g _ l i n s e _ _ _ s i n g l e _ m i c r o _ l o u v r e _ w i t h _ 8 0 d e g _ l e n s _ 4 7 0 0 _ 3 5 _ 7 e 9 b b c b 2 9 9 5 9 8 e 6 d . r f a $ 0 0 0 0 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 0 0 0 0 0 0 0 0 E N U $ d 9 7 3 c 9 3 7 - f 1 5 e - 4 9 3 f - 9 1 4 0 - b 3 7 0 c d 8 f 0 1 f b $ d 9 7 3 c 9 3 7 - f 1 5 e - 4 9 3 f - 9 1 4 0 - b 3 7 0 c d 8 f 0 1 f b 1 $ 0 0 0 0 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 0 0 0 0 0 0 0 0 A u t o d e s k R e v i t R e v i t A p p l i c a t i o n
W o r k s h a r i n g : N o t e n a b l e d
U s e r n a m e :
C e n t r a l M o d e l P a t h :
F o r m a t : 2 0 2 1
B u i l d : 2 0 2 0 0 2 2 0 _ 1 1 0 0 ( x 6 4 )
L a s t S a v e P a t h : F : \ d a t a \ e x p o r t \ r e g i o l u x \ r f a \ a g i l a - a g h i r _ 1 5 0 0 _ l e d _ - _ m i c r o - e i n z e l - r a s t e r _ m i t _ 8 0 d e g _ l i n s e _ _ _ s i n g l e _ m i c r o _ l o u v r e _ w i t h _ 8 0 d e g _ l e n s _ 4 7 0 0 _ 3 5 _ 7 e 9 b b c b 2 9 9 5 9 8 e 6 d . r f a
O p e n W o r k s e t D e f a u l t : 3
P r o j e c t S p a r k F i l e : 0
C e n t r a l M o d e l I d e n t i t y : 0 0 0 0 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 0 0 0 0 0 0 0 0
L o c a l e w h e n s a v e d : E N U
A l l L o c a l C h a n g e s S a v e d T o C e n t r a l : 0
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C e n t r a l m o d e l ' s e p i s o d e G U I D c o r r e s p o n d i n g t o t h e l a s t r e l o a d l a t e s t : d 9 7 3 c 9 3 7 - f 1 5 e - 4 9 3 f - 9 1 4 0 - b 3 7 0 c d 8 f 0 1 f b
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