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triona_square_p_312442_004_1_76_cb3b2025-01-31T00:14:39Zadsk:revitadsk:revit:groupingLighting Fixturesadsk:revit:groupingtriona_square_p_312442_004_1_76_cb3b.rfaRevit20212025-01-31T00:14:39ZFamily ParametersConstraintsFaceDimensionsUse DiameterMechanicalNormalIdentity DataOtherNoNoNoNoFace1TRIONA square P (1 x LED Modul 840, 5800 lm, 4000)6960.00 kg0 V---http://relux.com/search/artfwd/rzb___312442_004_1_76_3d0e/312443.004.76.jpgProduct without accessories41 W5800 lm71717710 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3181f25511adfc43c0a2dff0b6a1cb65No00 lm1Degree of protectionProtection class I906Pendant modular luminairesTRIONA square P1Yes1PendantCeiling312442.004.1.76NoRZB141 lm/W50000 h69615800 lm1 x LED Modul 84052{"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: TRIONA square
Decorative square LED pendant-mounted surface luminaire. Flat, seamless frame: aluminium extrusion profile, powder coated. Cover made of sheet steel, powder-coated. Canopy made of aluminium, powder-coated. Diffuser made of non-yellowing plastic (PMMA) microprismatic. LED backlight technology for homogeneous illumination of the entire light-emitting surface. 4-point steel cable suspension, steplessly adjustable. Easy installation with transparent, adjustable pendant cable and canopy with magnetic fixing. Driver integrated. Dimmable DALI. Suitable for through-wiring.
Colour: silver, matt (approx. RAL 9006)
Length: 696 mm
Width: 696 mm
Height: 52 mm
Suspension length: 500-1200 mm
Lamp: LED
Socket: without socket
Colour temperature: 4000K
Colour rendering index (CRI): 80
System power: 41 W
Rated luminous flux: 5800 lm
Luminous efficiency: 141 lm/W
Control gear: Converter, dimmable, DALI
Protection class: I
Type of protection: IP 2018002024.1.10.01/31/2025 12:14:35 AM40008059 87 97 100 100CFG_69f528444209ba8d2561ff6177d39dc7 : ---_000141 VA132645127
! # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H J K L M O P Q 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 s t 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 z b \ r f a \ t r i o n a _ s q u a r e _ p _ 3 1 2 4 4 2 _ 0 0 4 _ 1 _ 7 6 _ c b 3 b . 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 $ a 4 b 9 1 9 7 1 - 0 c e e - 4 c 6 5 - a 1 2 0 - 5 f 3 6 9 b a c c e d f $ a 4 b 9 1 9 7 1 - 0 c e e - 4 c 6 5 - a 1 2 0 - 5 f 3 6 9 b a c c e d f 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 r i o n a _ s q u a r e _ p _ 3 1 2 4 4 2 _ 0 0 4 _ 1 _ 7 6 _ c b 3 b . 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 : a 4 b 9 1 9 7 1 - 0 c e e - 4 c 6 5 - a 1 2 0 - 5 f 3 6 9 b a c c e d f
U n i q u e D o c u m e n t G U I D : a 4 b 9 1 9 7 1 - 0 c e e - 4 c 6 5 - a 1 2 0 - 5 f 3 6 9 b a c c e d f
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
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