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tx-move_742164_004_3_36882023-10-30T16:18:16Zadsk:revitadsk:revit:groupingLighting Fixturesadsk:revit:groupingtx-move_742164_004_3_3688.rfaRevit20212023-10-30T16:18:16ZFamily ParametersConstraintsFaceDimensionsUse DiameterMechanicalNormalIdentity DataOtherNoNoNoNoFace1MultiLumen 1 (1 x LED Modul 835, 2550 lm, 3500)1190.00 kg220-240 V230 Vmultilumen_1http://relux.com/search/artfwd/rzb___742164_004_3_1d0c/742164.004.jpgMultiLumen 141 W5100 lm11611610 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b43212237f9b0dcaca514a4c42c15d011IP 20Protection class I301Track mounted projectorsTX-MOVE1Yes1Rail mountedCeiling742164.004.3NoRZB124 lm/W50000 h56912550 lm1 x LED Modul 83575{"ConfigId":"0001","GldfConfigInfo":{"Emerg":{"ControlGearId":"","Emerg":"","EquipId":"","LightSourceId":"","PhotoId":""},"EmitObjId":"","Emitter":{"ControlGearId":"","Emerg":"","EquipId":"","LightSourceId":"","PhotoId":""},"GeoId":"","VariantId":""},"LampId":"13-10835-_-_-_-50000-3500-wledmodul835","VariantId":"multilumen_1"}Series: TX-MOVE
Multifunctional surface-mounted spotlight for area lighting. Very flat design. Housing: sheet steel, powder-coated. Rotation range: 356°. Swivel range: 90°. Consistent alignment possible with visible tilt scale. High-efficiency LED units with flush-mounted opal diffuser made of non-yellowing PMMA. Symmetrical wide beam light emission. With multi adaptor for 3-circuit tracks 230 V. Suitable for Track on ceiling. MultiLumen: Luminous flux adjustable in 3 steps. Factory setting is the highest luminous flux. Environmentally friendly and resource-saving due to replaceable components.
Colour: silver
Length L: 569 mm
Width B: 119 mm
Height H: 75 mm
Lamp: LED
Socket: without socket
Colour temperature: 3500K
Colour rendering index (CRI):80
System power 1: 41 W
Rated luminous flux 1: 5100 lm
Luminous efficiency: 124 lm/W
System power 2: 57 W
Rated luminous flux 2: 6950 lm
Luminous efficiency 2: 122 lm/W
System power 3: 73 W
Rated luminous flux 3: 8500 lm
Luminous efficiency 3: 116 lm/W
Control gear: Regulated power supply
Protection class: I
Type of protection: IP 2018002023.1.6.010/30/2023 4:18:10 PM35008047 79 96 100 100CFG_a6ae4c68ad8ed2ed5cdbe5c93ff8edcb : multilumen_1_000141 VA132579589
" # $ % & ' ( ) * + , - . / 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 ) 4 F : \ d a t a \ e x p o r t \ r z b \ r f a \ t x - m o v e _ 7 4 2 1 6 4 _ 0 0 4 _ 3 _ 3 6 8 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 $ 8 2 1 6 1 6 6 8 - e 6 3 a - 4 a 5 6 - 9 e e 5 - b 9 7 5 9 2 7 0 4 7 1 c $ 8 2 1 6 1 6 6 8 - e 6 3 a - 4 a 5 6 - 9 e e 5 - b 9 7 5 9 2 7 0 4 7 1 c 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 \ t x - m o v e _ 7 4 2 1 6 4 _ 0 0 4 _ 3 _ 3 6 8 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
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 2 1 6 1 6 6 8 - e 6 3 a - 4 a 5 6 - 9 e e 5 - b 9 7 5 9 2 7 0 4 7 1 c
U n i q u e D o c u m e n t G U I D : 8 2 1 6 1 6 6 8 - e 6 3 a - 4 a 5 6 - 9 e e 5 - b 9 7 5 9 2 7 0 4 7 1 c
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
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