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BasicFileInfo5PartAtom08DocumentIncrementTable. qHistory QPartitionTable MContentDocuments"S2ElemTableP;#LatestCLatest=3 golas_maxi_911594_004_1_672c2025-02-01T13:17:12Zadsk:revitadsk:revit:groupingLighting Fixturesadsk:revit:groupinggolas_maxi_911594_004_1_672c.rfaRevit20212025-02-01T13:17:12ZFamily ParametersConstraintsFaceDimensionsUse DiameterMechanicalNormalIdentity DataOtherNoNoNoNoFace1GOLAS maxi (1 x LED Modul 940, 4400 lm, 4000)00.00 kg220-240 V230 V---http://relux.com/search/artfwd/rzb___911594_004_1_bcd1/911449.004.jpgProduct without accessories35 W4400 lm11210200 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370a57d01a6573811e6d79f704093141No00 lm1IP 20Protection class II401Recessed projectorsGOLAS maxi1Yes1RecessedCeiling, Wall911594.004.1NoRZB126 lm/W50000 h17814400 lm1 x LED Modul 9400{"ConfigId":"0001","GldfConfigInfo":{"Emerg":{"ControlGearId":"","Emerg":"","EquipId":"","LightSourceId":"","PhotoId":""},"EmitObjId":"","Emitter":{"ControlGearId":"","Emerg":"","EquipId":"","LightSourceId":"","PhotoId":""},"GeoId":"","VariantId":""},"LampId":"13-10940-_-_-_-50000-4000-wledmodul940","VariantId":"---"}Series: GOLAS maxi Recessed LED projector for illuminating points to be highlighted. Housing: die-cast aluminium, powder-coated. 356° rotation range and 90° swivel range. Black plastic ring and recessed LED to prevent glare from the side. Optical assembly with reflector made of MIRO-Silver with 98% total light reflection for outstanding efficiency - can be changed without tools. Best colour rendering index Ra>90. Suitable for Recessed ceiling mounting. Installation without tools thanks to spring fastening system. Including separate LED converter with connecting cable 600 mm.High quality converter without flickering and stroboscopic effect. Through-wiring box (5 pole) available as accessory. The following accessories can be mounted without use of tools: interchangeable lenses, decorative glasses, honeycomb louvre, clear and frosted diffusers, white interchangeable plastic ring. Colour: silver Diameter: 178 mm Height: 3 mm Cut-out diameter: 168 mm Recess height: 200 mm Luminaire: recess height: 150 mm Lamp: LED Socket: without socket Colour temperature: 4000K Colour rendering index (CRI): 92 System power: 35 W Rated luminous flux: 4400 lm Luminous efficiency: 126 lm/W Control gear: Regulated power supply Protection class: II Type of protection: IP 2018002024.1.10.02/1/2025 1:17:07 PM40009297 100 100 100 100CFG_9cf7210479f9fde80637e828f142f482 : ---_0001CE35 VA132645127   "#$%&'()*+,-./0123456789:;<=>?@ABCDEFGIJKLNOPRSTUVWXYZ[\]^_`abcdefghijklmnoprs202120200220_1100(x64)7F:\data\export\rzb\rfa\golas_maxi_911594_004_1_672c.rfa$00000000-0000-0000-0000-000000000000ENU$2f6f2bfe-9197-4d77-81c1-2a5a2d720cd7$2f6f2bfe-9197-4d77-81c1-2a5a2d720cd71$00000000-0000-0000-0000-000000000000Autodesk RevitRevitApplication Worksharing: Not enabled Username: Central Model Path: Format: 2021 Build: 20200220_1100(x64) Last Save Path: F:\data\export\rzb\rfa\golas_maxi_911594_004_1_672c.rfa Open Workset Default: 3 Project Spark File: 0 Central Model Identity: 00000000-0000-0000-0000-000000000000 Locale when saved: ENU All Local Changes Saved To Central: 0 Central model's version number corresponding to the last reload latest: 1 Central model's episode GUID corresponding to the last reload latest: 2f6f2bfe-9197-4d77-81c1-2a5a2d720cd7 Unique Document GUID: 2f6f2bfe-9197-4d77-81c1-2a5a2d720cd7 Unique Document Increments: 1 Model Identity: 00000000-0000-0000-0000-000000000000 IsSingleUserCloudModel: False Author: Autodesk Revit ClientAppName: RevitApplication <?xml version="1.0"?> <TransmissionData isTransmitted="false" userData="" version="5"><ExternalFileReference><ElementId>1849</ElementId><ExternalFileReferenceType>Keynote Table</ExternalFileReferenceType><LastSavedPath></LastSavedPath><LastSavedAbsolutePath></LastSavedAbsolutePath><LastSavedPathType>Absolute</LastSavedPathType><LastSavedLoadState>Not Found</LastSavedLoadState><DesiredPath></DesiredPath><DesiredPathType>Absolute</DesiredPathType><DesiredLoadState>Loaded</DesiredLoadState></ExternalFileReference><ExternalFileReference><ElementId>2537</ElementId><ExternalFileReferenceType>Assembly Code Table</ExternalFileReferenceType><LastSavedPath>UniformatClassifications.txt</LastSavedPath><LastSavedAbsolutePath>C:\ProgramData\Autodesk\ApplicationPlugins\ReluxCADforRevit.bundle\Contents\Windows\APP_2021\RlxRevitAddin\TemplateFamilies\UniformatClassifications.txt</LastSavedAbsolutePath><LastSavedPathType>Relative to Library Locations</LastSavedPathType><LastSavedLoadState>Not Found</LastSavedLoadState><DesiredPath>UniformatClassifications.txt</DesiredPath><DesiredPathType>Relative to Library Locations</DesiredPathType><DesiredLoadState>Loaded</DesiredLoadState></ExternalFileReference></TransmissionData> b"  !b" `ad``bD2Lg|< ?؀؝H@fk.5r} mkRB@l` D3!P`` d ` DbKBP- pD^aZ0b %]t K|wTo=R~:U~*`{^wFTW ZKͦ"8iCZ1g ` C"C.C&CC%Z;C*Cœ|_| ?ϝ!(`````dY Ro3ZkfqP $A"02 0fK<:% $CAErv4玏d k4[]rD_(#uRR\'K=B:0vR̡HDLcg=yZ^_w\Zl,b-_ =hF/Fad' Au֯FS(GT0]APxT3j%ByAɵ"CCJ~=@1Pو QN(g9c޺3+v$DÃ`|Y{M?˱w 'D^ 5&п 6ۄ:ϺQTPbo:( nk[{.lvTyF 7֣WoxJnOlp!R|R51qb!CJ9Gn%x'L3jwxf9/*Ez9+|F5G)xM-7ũܥӗ֢hzEVg;܀^E38:= `kRGA>",x>5y!=֌&l [`SߚT魺[488XyvȀM p ]\uwՕhj3{VzDF:%hrlGp3u_!'EM1`5 pawtX ԟXph/TY}G ٵ[@tR*; 2R0u`Lfdmw1|xWH"Ek^ꃩG|WoN7|ƣ{[_ZldV]@ 4ɥ^_4"&ͩЇPUK,r ;gEXoAjgbK}J2};`92G]|MH5 I.W$&#ZS:FOe-&N+?Fk#<^+Vhҽ5M,bZ)U,\!IUi€D\oݥg/:91MR$ t/-T %CS/|%y'=4G.6o$yM'+7Mղ\~&/gmޣ\yAuFM?2Q9qJ`m@r^^?r]0}c5 !D9 S،/:C7ĕ߿1諗QJY官H M Tg>p.~`ȗ1bF"ƯV M6YD,MH t,}qhD@SwL*7F7ܸJhb.fp(#$&}T{v"{FzI]=Ćpm-O`+ary-BAo0,oGp-RPrprx76!a% m%Ch\ )?٪\6VnJV76 ; i - 9I .j08ڼș| J J H>K:D Q$>}}3gx[Y{9xxx@CGgw 򹡹)/M8#+ScgߡP_@C M~{)oL-M \l fMV<sC{,&<'gii{CKǧlP禶H~6K[ggUmAxxo$ARg]$F85.bѣ$Zi8d =v$Wv0R/ぃQѻ di06[|5wd e==t&n{orx" }&˖<6Q`Jky"`qka74qG kප$SAdĪ0z^xew*F m,tĪNrq #Wtυ!AO:i8cC|OPam{('68iMof7WD d\ 9]+t_9BOY&O^z*.4Փh]XIl|p,)+\y,5S6vEím wmpzH{^>f(?9YxrZGbzcJ4@,a|, >s` ROtߤ(nBάpdO6 F5v=n;UM\rqNt+2{ȤahI?ŕnF $7']E*xj=!`;\QėnH)nxLƊ|%sBOYT#k^EBԟ\"amxu̦/ McYiZR7ZA%dُRPwVi$MBiDY*֓IZR6.˄ٿdה;| NՓ7淞ɰ再<0.=h4NPDA(8Nb &.40U`V?WYlth[@lx_ ,hȥ Ox ʟ\neEȱ}T~>_a\1NIy!n}Zku\./f*L 70ٹ߷o-bgP\I8rX:AjE~qWӫzȻ ^atV1eYdd lzH]Ԡ7ʠ:iILlW"x5l=xABVQ DŽx%:r0(w3b-rX2em^&|A9#@ FXjI֖yjfe|4>w[Lx4{G{9 @XEc p Y$-v-xmRg((̦9#;5tz"@48tyle><5 7$yV[ Kѡ\\%~h;FMz 岗"|.;5Y7i;-C8rǩGͨҬcɐѺh:} y 1;9 .!X| |rMkX@v:S cыVQLшabP)jX2*_'`:yVO'z]CWlC^y1D'KhFػ@T1ЙhY{{V4FώxXcycPw2xM:q>ٕB2 .{}`>Uk,Ȗy40^pr2ĵ8T08u]:+s[:oON! 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