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Thorn 96241578 <OMEGA LED 3250-840 HF Q622
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GIF
TLG_OMGL_M_LDSQ.gif
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CAD3D
true
DWG
TL_OMGL_S625.dwg
96241578
<OMEGA LED 3250-840 HF Q622
96241578
5037319205821
96241578
ProductImage
JPG
TLG_OMGL_F_SLIM.jpg
32
0.95
A2 BAT
3200
3200
100
1
1
0
1
<22
<22
80
5
ceiling recessed
RECD_CUBE
CUBE
Rectangle
Ceiling
Y
X
Z
622
622
12
622
622
12
15
10
625
625
200
6.1
Enclosed IP2X
CB
PZx
Tpb
Filament
ENEC
PZ
NoIsol
PZ
IP44_IP20
IP
SC2
SC
CE
PZ
RCM
PZ
EAC
PZ
650
Filament
Ta=25
PZx
STD - standard
LDCImage_Polar
true
PNG
245719_21_Polar.png
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
LDCImage_Cartesian
true
PNG
245719_21_Cartesian.png
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
32
3200
1
CUBE
551
551
0
0
0
0
ceiling recessed
white
opal
Complete with 4000K LED
sheet steel
acrylic
32
-1
0.95
220
240
50
60
Electronic
HF_
Tridonic
1
A2 BAT
false
LED L90 @ 50.000h
LED L90 @ 50.000h
32
LED_OMGL_3200_4K 32W
3200
4000
LED
1815
309
219
32
standard
11
2
COMMON
LED L90 @ 50.000h
1
0,1,2,3,4
COMMON LED L90 @ 50.000h Electronic
2127
339
219
32
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_0040820.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T15:11:24.0114419+01:00
Z6UwADT3hmlj3QlmWj4rj8zlIf0=qa4R64PeIdbBtqpbIIuImldwO1T4YBUl1M36794Te5xzignmLHqUhLdco3FJ+LQ/6a/FWoTw03PDxxkMEkkcqJOTfCNFvSBfT0LVIhEBBIp9ZRn7WBlX3gFXZ0Dxj1lYrl5BGtO98wdNWe3nTFqvI6+mE9bvSWYnB1jzEzZ2Ym6pSKwuiTznzvL8lf6krfpfXf+Npe6l7SGRpyoAuR9MQ4DqeiFHJOeZmBaj8sD4W9TlN7hG2Dq04d/eNZsdwt3gWnHX52wb+vTnxo0G55zLlr1DDEbHKcJ9mZrEmO7X0/cmoerlZgUTbI/DtuBt0XTdA/0aGAqUhLeh3nmaYLLRiw==