ࡱ > 2
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! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W 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 w x y z { | } ~
! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W 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 w x y z { | } ~
! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W 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 w x y z { | } ~ R o o t E n t r y : F o r m a t s G l o b a l P a r t i t i o n s X C o n t e n t s H + T r a n s m i s s i o n D a t a " ! B a s i c F i l e I n f o ! P a r t A t o m W 0 3 C D o c u m e n t I n c r e m e n t T a b l e . q H i s t o r y
Q P a r t i t i o n T a b l e
M C o n t e n t D o c u m e n t s " . E l e m T a b l e ~ ;# L a t e s t q L a t e s t =3
rt_44_451168_002_1_dba72025-04-04T05:20:52Zadsk:revitadsk:revit:groupingLighting Fixturesadsk:revit:groupingrt_44_451168_002_1_dba7.rfaRevit20212025-04-04T05:20:52ZFamily ParametersConstraintsFaceDimensionsUse DiameterMechanicalNormalIdentity DataOtherNoNoNoNoFace1RT 44 (1 x LED Modul 840, 970 lm, 4000)550.00 kg220-240 V230 V---http://relux.com/search/artfwd/rzb___451168_002_1_e80d/451054.752.jpgALEA SPOT10 W970 lm11611610 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79e7b382fb34152cbacbe375df2985bbNo00 lm1IP 44Protection class I305Surface mounted ceiling and wall luminairesRT 441Yes1Surface mountedCeiling, Wall451168.002.1NoRZB97 lm/W50000 h6001970 lm1 x LED Modul 84087{"ConfigId":"0001","GldfConfigInfo":{"Emerg":{"ControlGearId":"","Emerg":"","EquipId":"","LightSourceId":"","PhotoId":""},"EmitObjId":"","Emitter":{"ControlGearId":"","Emerg":"","EquipId":"","LightSourceId":"","PhotoId":""},"GeoId":"","VariantId":""},"LampId":"13-10840-_-_-_-50000-4000-wledmodul840","VariantId":"---"}Series: RT 44
Linear luminaire, can be used as wall and mirror luminaire. Base: aluminium, powder-coated. End caps: plastic (polycarbonate), shock-resistant. Diffuser: plastic (polycarbonate), opal. Suitable for Ceiling mounting, Wall (surface). Can be installed horizontally and vertically. Very easy installation thanks to Plug+Play connection. Driver integrated. High type of protection: IP44 for use in wet areas.
Colour: pure white (RAL 9010)
Length: 600 mm
Width: 55 mm
Height: 87 mm
Lamp: LED
Socket: without socket
Colour temperature: 4000K
Colour rendering index (CRI): 80
System power: 10 W
Rated luminous flux: 970 lm
Beam angle Down: 180° / 109°
Luminous efficiency: 97 lm/W
Control gear: Regulated power supply
Protection class: I
Type of protection: IP 4418002024.1.10.04/4/2025 5:20:46 AM40008036 64 85 81 100CFG_6226769e896775bfacd556df17d59839 : ---_000110 VA132645127
" # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G I J K L N O P R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p r s 2 0 2 1 2 0 2 0 0 2 2 0 _ 1 1 0 0 ( x 6 4 ) 2 F : \ d a t a \ e x p o r t \ r z b \ r f a \ r t _ 4 4 _ 4 5 1 1 6 8 _ 0 0 2 _ 1 _ d b a 7 . 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 $ 0 7 3 e 7 0 b 5 - 0 1 6 9 - 4 5 2 3 - a d d a - 2 7 d e e f 9 5 5 d 6 6 $ 0 7 3 e 7 0 b 5 - 0 1 6 9 - 4 5 2 3 - a d d a - 2 7 d e e f 9 5 5 d 6 6 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 z b \ r f a \ r t _ 4 4 _ 4 5 1 1 6 8 _ 0 0 2 _ 1 _ d b a 7 . 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
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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 : 0 7 3 e 7 0 b 5 - 0 1 6 9 - 4 5 2 3 - a d d a - 2 7 d e e f 9 5 5 d 6 6
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