ࡱ >
! " # $ % & ' ( ) * + , - . / 0 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 4 5 6 7 8 9 : ; < = > ? A B 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 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 7'_'_ C o n t e n t s N + 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 { 0 1 D o c u m e n t I n c r e m e n t T a b l e . w H i s t o r y
W P a r t i t i o n T a b l e
S C o n t e n t D o c u m e n t s " C 3 E l e m T a b l e @ ;# L a t e s t 3 L a t e s t
=3
alvia-alwfa_0600-2_1_led_-_fresnel-linse_diffusor_geeist___fresnel_lens_frosted_diffuser_2800_25w_840_et_05af9ece73980f182024-06-10T19:53:52Zadsk:revitadsk:revit:groupingLighting Fixturesadsk:revit:groupingalvia-alwfa_0600-2_1_led_-_fresnel-linse_diffusor_geeist___fresnel_lens_frosted_diffuser_2800_25w_840_et_05af9ece73980f18.rfaRevit20212024-06-10T19:53:52ZFamily ParametersConstraintsFaceDimensionsUse DiameterMechanicalNormalIdentity DataOtherNoNoNoNoFace1alvia-ALWFA/0600-2/1 LED - Fresnel-LinseDiffusor geeist Fresnel lensFrosted diffuser (1 x LED-4000K, 2941 lm, 4000K)500.00 kg0 V---http://relux.com/search/artfwd/rgl___2800_25w_840_et__b5ef3f05911b15db/pd_4613_-_4613.jpgProduct without accessories25 W2941 lm11611610 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e623b965fadee22918db0cceab35d202No00 lm1IP 20Protection class I2001Wall luminaires - alviaalvia-ALWFA/0600-2/1 LED - Fresnel-Linse|Diffusor geeist | Fresnel lens|Frosted diffuser1Yes1Surface mountedCeiling2800 25W 840 ET aen (42221044135)NoRegiolux117 lm/W50000 h57012941 lm1 x LED-4000K80{"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":"---"}Wall luminaire; Compact luminaire housing, extruded aluminium profile, natural anodised, painted diecast aluminium end faces, wall mounting using mounting plate made of steel with bore hole and slope adjustment for exact alignment; Housing colour natural anodised aluminum; Direct/indirect light asymmetrical light distribution via PMMA Fresnel lens for direct distribution and a frosted, satin-finish PMMA diffuser for indirect distribution. The light source and driver are removable in accordance with the EU 2019/2020 ecodesign requirements and can be replaced in the factory. Integrated LED driver. Electrical connection via 3 individual terminals with plug-in contacts. Dimensions (LxWxH/DxH): 570mm x 50mm x 80mm Cable entry KE (X/Y): 0mm/0mm Placement: LED, Colour rendering/Light colour CRI ≥ 80 / 4000K Colour tolerance: 3SDCM LED service life: 50000h L80/B10 (Tq 25°C) Nominal luminous flux: 2941lm Luminaire luminous efficiency: 117lm/W Controller: Electronic driver (1 pcs.) System output: 25W Energy efficiency class/light source: C Mains voltage: 230V Mains frequency: 50Hz Impact resistance (IK rating): IK03 Ambient temperatur: ta 25°C Certification mark: IP20, Protection class I, F, M, Indoor, CE Warranty period: 5 years Regiolux GmbH Type: alvia-ALWFA/0600-2/1 LED 2800 840 ET aen Article number: 42221044135 Product deep link: https://www.regiolux.de/en/article/42221044135 General warranty conditions: www.regiolux.de/en/Service/Warranty16502024.1.10.06/10/2024 7:53:46 PM4000K1B53 83 96 62 100CFG_7d7337be4766695c3bee1d4aaa4b1539 : ---_0001CE25 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 \ a l v i a - a l w f a _ 0 6 0 0 - 2 _ 1 _ l e d _ - _ f r e s n e l - l i n s e _ d i f f u s o r _ g e e i s t _ _ _ f r e s n e l _ l e n s _ f r o s t e d _ d i f f u s e r _ 2 8 0 0 _ 2 5 w _ 8 4 0 _ e t _ 0 5 a f 9 e c e 7 3 9 8 0 f 1 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 $ b 8 9 a 2 a 5 3 - 6 d 3 5 - 4 a 1 d - 9 6 9 1 - 3 6 5 1 6 1 4 e 5 1 0 e $ b 8 9 a 2 a 5 3 - 6 d 3 5 - 4 a 1 d - 9 6 9 1 - 3 6 5 1 6 1 4 e 5 1 0 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 \ a l v i a - a l w f a _ 0 6 0 0 - 2 _ 1 _ l e d _ - _ f r e s n e l - l i n s e _ d i f f u s o r _ g e e i s t _ _ _ f r e s n e l _ l e n s _ f r o s t e d _ d i f f u s e r _ 2 8 0 0 _ 2 5 w _ 8 4 0 _ e t _ 0 5 a f 9 e c e 7 3 9 8 0 f 1 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 : b 8 9 a 2 a 5 3 - 6 d 3 5 - 4 a 1 d - 9 6 9 1 - 3 6 5 1 6 1 4 e 5 1 0 e
U n i q u e D o c u m e n t G U I D : b 8 9 a 2 a 5 3 - 6 d 3 5 - 4 a 1 d - 9 6 9 1 - 3 6 5 1 6 1 4 e 5 1 0 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 >
b" k
! b" `ad``bD2Lg|< ?؝H@fk.5r} mkRB@l` D3!P`` d ` DbKBP- pD^aZ 0 b @ņ5tK|BrTo=rz]m b{^wF{V ZKͦ"8i CZ1g ` C"C.C&CC%Z;C*C œ|_| ?ϝ! (n4H&U i30d052ՙ mA!P\$ 0 ݪ \k[& G
eRNEZ0aX_D y4 oR4fhSȧڵp3QJ!$$FC0"[#YRijp\s>s'L|
qquv'>'%ҧkыPX1كP(r
Ev#
jE-(uY R ad%$D6"&9rD9QMy_3Šx0ȸ?㣥rr7^G"'L l!ݣDmēm ܊Zt
2MEШ3˽-> f; ꤘ[+}E]/`CCLڭ
prg=Fj[z,ju Yf1/ d6ݡv @U˃0^r5)y{b<앜4%(&]D{=7r 5
-ΗNٓ偳oÜ0,Qζd'۫|) | 7
pS`LrjT}?ƒ f{N}q$#.߫lsc;=֯uvݭM\