ࡱ > 2
! " # $ % & ' ( ) * + , - . / 0 1 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 { | } ~
! " # $ % & ' ( ) * + , - . / 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 L F o r m a t s @=L L G l o b a l IPL VL P a r t i t i o n s VL qL C o n t e n t s H 3 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 d 0 3 >D 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 w L a t e s t =3
planado_672628_002_07_de822025-05-13T17:32:56Zadsk:revitadsk:revit:groupingLighting Fixturesadsk:revit:groupingplanado_672628_002_07_de82.rfaRevit20212025-05-13T17:32:56ZFamily ParametersConstraintsFaceDimensionsUse DiameterMechanicalNormalIdentity DataOtherNoNoNoNoFace1PLANADO (1 x LED Modul 830, 2050 lm, 3000)1600.00 kg220-240 V230 V---http://relux.com/search/artfwd/rzb___672628_002_07_aa2f/312624.002.jpgProduct without accessories20 W2050 lm21612610 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55f62bef0c7f55fbbe88cb4f34b19fc3Yes3370 lm1IP 54Protection class I305Surface mounted ceiling and wall luminairesPLANADO1Yes1Surface mountedCeiling, Wall672628.002.07NoRZB103 lm/W50000 h60012050 lm1 x LED Modul 83058{"ConfigId":"0001","GldfConfigInfo":{"Emerg":{"ControlGearId":"","Emerg":"","EquipId":"","LightSourceId":"","PhotoId":""},"EmitObjId":"","Emitter":{"ControlGearId":"","Emerg":"","EquipId":"","LightSourceId":"","PhotoId":""},"GeoId":"","VariantId":""},"LampId":"13-10830-_-_-_-50000-3000-wledmodul830","VariantId":"---"}Series: PLANADO
Luminaire for escape route illumination. Housing and end caps made of sheet steel, powder coated. End caps with hidden screws, with permanently dimensionally stable silicone foam seal. Curved diffuser made of non-yellowing plastic (PMMA), opal. Specially matched 2-component optical system for homogeneous and soft illumination of the entire light-emitting surface. Suitable for Ceiling mounting, Wall (surface). Electronic ballast included. Self-contained system with automatic self-test and feedback via DALI bus, only to RZB DALI monitoring system. Luminaire with limited surface temperature in accordance with EN 60598-2-24 for use in environments in which a deposit of non-conductive dust on the luminaire can be expected.
Colour: white
Length: 600 mm
Width: 160 mm
Height: 58 mm
Weight: 2.5 kg
Operating mode: maintained power mode
Duration time: 3 h
Lamp: LED
Socket: without socket
Colour temperature: 3000K
Colour rendering index (CRI): 80
System power: 20 W
Rated luminous flux: 2050 lm
Luminous flux, emergency: 370 lm
System power, emergency: -
Control gear: Regulated power supply
Protection class: I
Type of protection: IP 5418002024.1.10.05/13/2025 5:32:49 PM30008043 73 92 94 100CFG_8958e53ba809acf3ba773612b55cfc27 : ---_0001CE20 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 2 0 5 1 7 _ 1 5 1 5 ( x 6 4 ) 5 F : \ d a t a \ e x p o r t \ r z b \ r f a \ p l a n a d o _ 6 7 2 6 2 8 _ 0 0 2 _ 0 7 _ d e 8 2 . 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 $ 4 8 0 9 1 6 a e - 9 8 1 1 - 4 1 3 c - 8 1 5 e - 0 6 a 4 b 9 5 9 4 b 7 d $ 4 8 0 9 1 6 a e - 9 8 1 1 - 4 1 3 c - 8 1 5 e - 0 6 a 4 b 9 5 9 4 b 7 d 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 2 0 5 1 7 _ 1 5 1 5 ( 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 \ p l a n a d o _ 6 7 2 6 2 8 _ 0 0 2 _ 0 7 _ d e 8 2 . 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 : 4 8 0 9 1 6 a e - 9 8 1 1 - 4 1 3 c - 8 1 5 e - 0 6 a 4 b 9 5 9 4 b 7 d
U n i q u e D o c u m e n t G U I D : 4 8 0 9 1 6 a e - 9 8 1 1 - 4 1 3 c - 8 1 5 e - 0 6 a 4 b 9 5 9 4 b 7 d
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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