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teno-tnemp_625_led_-_diffusor_micro-prismatisch___micro-prismatic_diffuser_4000_35w_840_dali2_vw_ral_901_f27063d5249877502024-06-10T21:15:39Zadsk:revitadsk:revit:groupingLighting Fixturesadsk:revit:groupingteno-tnemp_625_led_-_diffusor_micro-prismatisch___micro-prismatic_diffuser_4000_35w_840_dali2_vw_ral_901_f27063d524987750.rfaRevit20212024-06-10T21:15:39ZFamily ParametersConstraintsFaceDimensionsUse DiameterMechanicalNormalIdentity DataOtherNoNoNoNoFace1teno-TNEMP/625 LED - Diffusor micro-prismatisch Micro-prismatic diffuser (1 x LED-4000K, 4015 lm, 4000K)6220.00 kg0 V---http://relux.com/search/artfwd/rgl___4000_35w_840_dal_7ac9a27b6f3318ea/pd_teno-tnemp_625-625_01.jpgProduct without accessories35 W4015 lm61616600 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c32dc083b155155d50db00395e4e1253No00 lm1IP 20Protection class I410Recessed luminaires - tenoteno-TNEMP/625 LED - Diffusor micro-prismatisch | Micro-prismatic diffuser1Yes1RecessedCeiling4000 35W 840 DALI2 vw RAL 9016 (50802116670)NoRegiolux116 lm/W50000 h62214015 lm1 x LED-4000K0{"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":"---"}Recessed luminaire; Sheet steel housing suitable for ceilings with visible T-rails, concealed symmetrical rail constructions and recessed ceilings; Housing colour traffic white RAL 9016; Direct light distribution using microprismatic pane made of PMMA, a soft light shines through frosted diffusers; neutral white light colour (840) with very good colour consistency and high colour rendering Ra>80 for VDU workstations, 65° < 3000 cd/m² with omnidirectional glare suppression according to current DIN-EN 12464-1 standard.; 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 5-pole connection terminal with plug-in contacts.; With changeover converter for emergency lighting operation on request. TNE-BM mounting mechanism 4 pcs. 600/625 for concealed symmetrical rail constructions or recessed ceilings, please order separately. Dimensions (LxWxH/DxH): 622mm x 622mm x 102mm Ceiling system: Ceilings with visible T-rails [s-TS] (625x625 mm), Concealed symmetrical rail construction [VS] (625x625 mm), cut-out ceilings [AD] Installation depth: 120mm [AD]; 250mm [s-TS]; 120mm [VS] Ceiling cut-out (LxW/D): 585mm x 591mm Placement: LED, Colour rendering/Light colour CRI ≥ 80 / 4000K Colour tolerance: 3SDCM Photobiological safety (Luminaire): RG0 LED service life: 50000h L80/B10 (Tq 25°C) Nominal luminous flux: 4015lm Luminaire luminous efficiency: 116lm/W Controller: Electronic driver DALI2 (1 pcs.) 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 Special properties: Ready for IoT UGR lat./long.: 18.6 / 18.9 Certification mark: IP20, Protection class I, VDU 65°<3000, F, F-“roof” mark, Indoor, CE Warranty period: 5 years Regiolux GmbH Type: teno-TNEMP/625 LED 4000 840 DALI2 vw RAL 9016 Article number: 50802116670 Product deep link: https://www.regiolux.de/en/article/50802116670 General warranty conditions: www.regiolux.de/en/Service/Warranty18002024.1.10.06/10/2024 9:15:35 PM4000K1B60 86 97 100 100CFG_1f5477609847257242c0592be189bfa2 : ---_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 \ t e n o - t n e m p _ 6 2 5 _ 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 0 0 0 _ 3 5 w _ 8 4 0 _ d a l i 2 _ v w _ r a l _ 9 0 1 _ f 2 7 0 6 3 d 5 2 4 9 8 7 7 5 0 . 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 $ 8 5 5 a 8 2 7 1 - c d 6 c - 4 e e b - 8 4 1 9 - 5 0 6 0 3 3 9 b 9 a f e $ 8 5 5 a 8 2 7 1 - c d 6 c - 4 e e b - 8 4 1 9 - 5 0 6 0 3 3 9 b 9 a f e 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 \ t e n o - t n e m p _ 6 2 5 _ 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 0 0 0 _ 3 5 w _ 8 4 0 _ d a l i 2 _ v w _ r a l _ 9 0 1 _ f 2 7 0 6 3 d 5 2 4 9 8 7 7 5 0 . 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
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 : 8 5 5 a 8 2 7 1 - c d 6 c - 4 e e b - 8 4 1 9 - 5 0 6 0 3 3 9 b 9 a f e
U n i q u e D o c u m e n t G U I D : 8 5 5 a 8 2 7 1 - c d 6 c - 4 e e b - 8 4 1 9 - 5 0 6 0 3 3 9 b 9 a f e
U n i q u e D o c u m e n t I n c r e m e n t s : 1
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
I s S i n g l e U s e r C l o u d M o d e l : False
A u t h o r : A u t o d e s k R e v i t
C l i e n t A p p N a m e : R e v i t A p p l i c a t i o n
< ? x m l v e r s i o n = " 1 . 0 " ? >
< T r a n s m i s s i o n D a t a i s T r a n s m i t t e d = " f a l s e " u s e r D a t a = " " v e r s i o n = " 5 " > < E x t e r n a l F i l e R e f e r e n c e > < E l e m e n t I d > 1 8 4 9 < / E l e m e n t I d > < E x t e r n a l F i l e R e f e r e n c e T y p e > K e y n o t e T a b l e < / E x t e r n a l F i l e R e f e r e n c e T y p e > < L a s t S a v e d P a t h > < / L a s t S a v e d P a t h > < L a s t S a v e d A b s o l u t e P a t h > < / L a s t S a v e d A b s o l u t e P a t h > < L a s t S a v e d P a t h T y p e > A b s o l u t e < / L a s t S a v e d P a t h T y p e > < L a s t S a v e d L o a d S t a t e > N o t F o u n d < / L a s t S a v e d L o a d S t a t e > < D e s i r e d P a t h > < / D e s i r e d P a t h > < D e s i r e d P a t h T y p e > A b s o l u t e < / D e s i r e d P a t h T y p e > < D e s i r e d L o a d S t a t e > L o a d e d < / D e s i r e d L o a d S t a t e > < / E x t e r n a l F i l e R e f e r e n c e > < E x t e r n a l F i l e R e f e r e n c e > < E l e m e n t I d > 2 5 3 7 < / E l e m e n t I d > < E x t e r n a l F i l e R e f e r e n c e T y p e > A s s e m b l y C o d e T a b l e < / E x t e r n a l F i l e R e f e r e n c e T y p e > < L a s t S a v e d P a t h > U n i f o r m a t C l a s s i f i c a t i o n s . t x t < / L a s t S a v e d P a t h > < L a s t S a v e d A b s o l u t e P a t h > C : \ P r o g r a m D a t a \ A u t o d e s k \ A p p l i c a t i o n P l u g i n s \ R e l u x C A D f o r R e v i t . b u n d l e \ C o n t e n t s \ W i n d o w s \ A P P _ 2 0 2 1 \ R l x R e v i t A d d i n \ T e m p l a t e F a m i l i e s \ U n i f o r m a t C l a s s i f i c a t i o n s . t x t < / L a s t S a v e d A b s o l u t e P a t h > < L a s t S a v e d P a t h T y p e > R e l a t i v e t o L i b r a r y L o c a t i o n s < / L a s t S a v e d P a t h T y p e > < L a s t S a v e d L o a d S t a t e > N o t F o u n d < / L a s t S a v e d L o a d S t a t e > < D e s i r e d P a t h > U n i f o r m a t C l a s s i f i c a t i o n s . t x t < / D e s i r e d P a t h > < D e s i r e d P a t h T y p e > R e l a t i v e t o L i b r a r y L o c a t i o n s < / D e s i r e d P a t h T y p e > < D e s i r e d L o a d S t a t e > L o a d e d < / D e s i r e d L o a d S t a t e > < / E x t e r n a l F i l e R e f e r e n c e > < / T r a n s m i s s i o n D a t a >
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