<OMEGA LED 3900-840 R2M Q597
96627813
5037319277545
96627813
A
true
False
false
false
3
5
Thorn
PNG
Logo_T.png
Thorn 96627813 <OMEGA LED 3900-840 R2M Q597
23370
Indoor Lighting
Pending Deletion
Omega LED
Omega LED 600x600, dimmable
96627813
<OMEGA LED 3900-840 R2M Q597
96627813
5037319277545
96627813
41
0.2
0.95
3900
3900
95
1
1
0
1
<22
<22
80
5
ceiling recessed
RECD_CUBE
CUBE
Rectangle
Ceiling
Y
X
Z
597
597
12
597
597
12
15
10
600
600
200
5.2
Enclosed IP2X
Tpb
Filament
ENEC
PZ
NoIsol
PZ
IP44_IP20
IP
SC2
SC
CE
PZ
650
Filament
Ta=25
PZx
STD - standard
LDCImage_Polar
true
PNG
281389_21_Polar.png
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
LDCImage_Cartesian
true
PNG
281389_21_Cartesian.png
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
41
3900
1
CUBE
551
551
0
0
0
0
ceiling recessed
white
opal
Complete with 4000K LED
steel sheet
acrylic
41
-1
0.2
0.95
220
240
50
60
Electronic
R2M
Tridonic
LCA
1
true
ready2mains dimmable to 15%
15
100
LED L90 @ 50.000h
LED L90 @ 50.000h
41
LED_OMGL_3900_4K 41W
3900
4000
LED
1815
309
219
41
standard
11
2
COMMON
LED L90 @ 50.000h
1
0,1,2,3,4
COMMON LED L90 @ 50.000h Electronic
2127
339
219
41
standard
11
2
LITG
LED L90 @ 50.000h
1
0,1,2,3,4
LITG LED L90 @ 50.000h Electronic
0
1
1000
1
5000
1
10000
1
15000
1
20000
1
25000
1
30000
1
35000
1
40000
1
45000
1
50000
1
55000
1
60000
1
65000
1
70000
1
75000
1
80000
1
0
1
1000
0.998
5000
0.99
10000
0.98
15000
0.97
20000
0.96
25000
0.95
30000
0.94
35000
0.93
40000
0.92
45000
0.91
50000
0.9
55000
0.89
60000
0.88
65000
0.87
70000
0.86
75000
0.85
80000
0.84
0
1
5000
1
10000
1
15000
1
20000
1
25000
1
30000
1
35000
1
40000
1
45000
1
50000
1
55000
0.989060278775369
60000
0.982161032358301
65000
0.961750709146367
70000
0.938943473689133
75000
0.920811437856805
0
1
5000
0.99
10000
0.98
15000
0.97
20000
0.96
25000
0.95
30000
0.94
35000
0.93
40000
0.92
45000
0.91
50000
0.9
55000
0.89
60000
0.88
65000
0.87
70000
0.86
75000
0.85
Linear
0
0
100
1
EULUM
TLG_SP_0042032.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T16:17:34.4300117+01:00
f6onXPmJMUewoafmbyyp5Agmo7o=q9lFe2+PZV01srsXU2Khji1UjBEctPohwteueELweHzM+uf8ZyOWxrsd3EZWqnnT8I5zR4GMvnlYTPJW3Owucuckbk0fiDvxyt5jPx1nRY2FheHwQq7OBfG7KhxP3qyoI1HnApwpapu2YVUqKl0qSaoeF5qJJbDoFUWAToFRzukiEezRcYA2wt940Taj2BC8/xwOEhHl2WtEjB0zbJo5kMwICMCigxz+DBNachlOgp8i1ffVQnAclZfaNFh5amVCBMrAdbr6AKHH93bDdyNSa9slfqQ/WD5f0ugD64wYA69qikyfOkCeae8kf0foITmNpNIzEHSJ5ufDcnlsvwAG0g==