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alevo-avamp_1500-240_led_-_diffusor_micro-prismatisch___micro-prismatic_diffuser_4500-2700_34w_840_etm_v_ada48139dd8440482024-06-10T21:36:16Zadsk:revitadsk:revit:groupingLighting Fixturesadsk:revit:groupingalevo-avamp_1500-240_led_-_diffusor_micro-prismatisch___micro-prismatic_diffuser_4500-2700_34w_840_etm_v_ada48139dd844048.rfaRevit20212024-06-10T21:36:16ZFamily ParametersConstraintsFaceDimensionsUse DiameterMechanicalNormalIdentity DataOtherNoNoNoNoFace1alevo-AVAMP/1500-240 LED - Diffusor micro-prismatisch Micro-prismatic diffuser (1 x LED-4000K, 4527 lm, 4000K)2390.00 kg0 V---http://relux.com/search/artfwd/rgl___4500-2700_34w_84_7133ea7800f25f62/pd_alevo_avamp-240_01.jpgProduct without accessories34 W4527 lm2115121510 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7073fd3199baf1462ebdbd6513d5b5bdNo00 lm1IP 20Protection class I312Ceiling luminaires - alevoalevo-AVAMP/1500-240 LED - Diffusor micro-prismatisch | Micro-prismatic diffuser1Yes1Rail mountedCeiling4500-2700 34W 840 ETM vw RAL 9016 (65711024170)NoRegiolux134 lm/W50000 h154814527 lm1 x LED-4000K62{"ConfigId":"0001","GldfConfigInfo":{"Emerg":{"ControlGearId":"","Emerg":"","EquipId":"","LightSourceId":"","PhotoId":""},"EmitObjId":"","Emitter":{"ControlGearId":"","Emerg":"","EquipId":"","LightSourceId":"","PhotoId":""},"GeoId":"","VariantId":""},"LampId":"13-3050-0-0-_-50000-4000k-_","VariantId":"---"}Surface-mounted luminaire; Steel sheet enclosure, powder-coated rectangular cross-section, integrated Quicklock quick-mount bracket system with catch hook and safety rope for simple and quick mounting; Housing colour traffic white RAL 9016; Homogeneous direct light distribution for VDU-compatibility in accordance with DIN-EN 12464-1; glare reduction through microprism diffuser with special multilayer technology and optimised light deflecting foil; The light source and driver are removable in accordance with the EU 2019/2020 ecodesign requirements and can be replaced in the factory. Easy installation of the connection, directly on the top of the luminaire with a terminal cover cap; the ETM levels can easily be adjusted from the upper side of the luminaire. Electrical connection via 3-pole connection terminal with plug-in contacts.. If required, an AVA-MH universal mounting aid is available as an accessory. Surface-mounted luminaire for ceiling installation; connection to an SRT quick fit mounting system via an SRGVU mounting device carrier. Dimensions (LxWxH/DxH): 1548mm x 239mm x 62mm Cable entry KE (X/Y): 0mm/0mm Placement: LED, Colour rendering/Light colour CRI ≥ 80 / 4000K Colour tolerance: 3SDCM Photobiological safety (Luminaire): RG0 LED service life: 100000h L80/B10 (Tq 25°C), 50000h L90/B50 (Tq 25°C) Nominal luminous flux/switching steps (EDM): 4500lm/34W, 3900lm/29W, 3300lm/24W, 2700lm/19W (Standard setting 4500lm) Luminaire luminous efficiency: 145lm/W-134lm/W Controller: Electronic multi-lumen driver, 4-steps (1 pcs.) System output: 34W-19W Energy efficiency class/light source: B Mains voltage: 230V Mains frequency: 50Hz Impact resistance (IK rating): IK03 Ambient temperatur: ta 25°C UGR lat./long.: 18.8 / 19.1 (34W) Certification mark: IP20, Protection class I, VDU 65°<3000, ENEC10 VDE, F, Indoor, CE Warranty period: 5 years Regiolux GmbH Type: alevo-AVAMP/1500-240 LED 4500-2700 840 ETM vw RAL 9016 Article number: 65711024170 Product deep link: https://www.regiolux.de/en/article/65711024170 General warranty conditions: www.regiolux.de/en/Service/Warranty18002024.1.10.06/10/2024 9:36:12 PM4000K1B61 88 97 100 100CFG_08b69e445a0a2fd9073baeefa4a9d37b : ---_0001CE, ENEC34 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 l e v o - a v a m p _ 1 5 0 0 - 2 4 0 _ l e d _ - _ d i f f u s o r _ m i c r o - p r i s m a t i s c h _ _ _ m i c r o - p r i s m a t i c _ d i f f u s e r _ 4 5 0 0 - 2 7 0 0 _ 3 4 w _ 8 4 0 _ e t m _ v _ a d a 4 8 1 3 9 d d 8 4 4 0 4 8 . 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 c b 1 8 d f 8 - c c d 9 - 4 4 e f - a f 0 d - 1 d d 5 5 f f 1 f 0 8 5 $ d c b 1 8 d f 8 - c c d 9 - 4 4 e f - a f 0 d - 1 d d 5 5 f f 1 f 0 8 5 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 l e v o - a v a m p _ 1 5 0 0 - 2 4 0 _ l e d _ - _ d i f f u s o r _ m i c r o - p r i s m a t i s c h _ _ _ m i c r o - p r i s m a t i c _ d i f f u s e r _ 4 5 0 0 - 2 7 0 0 _ 3 4 w _ 8 4 0 _ e t m _ v _ a d a 4 8 1 3 9 d d 8 4 4 0 4 8 . 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
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C e n t r a l m o d e l ' s v e r s i o n n u m b e r 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 : 1
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 c b 1 8 d f 8 - c c d 9 - 4 4 e f - a f 0 d - 1 d d 5 5 f f 1 f 0 8 5
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