<OMEGA2 3x14 T16 HFD DMB L840
96238863
5037319088721
96238863
A
true
False
false
false
3
5
Thorn
PNG
Logo_T.png
Thorn 96238863 <OMEGA2 3x14 T16 HFD DMB L840
18111
Indoor Lighting
Pending Deletion
Omega 2 T5
Omega 2 T5 Mirrorbrite louvre, dimmable
75% and good glare control]]>
DimensionalDrawing
true
GIF
TLG_OMGA_M_2T5600_1200300.gif
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96238863
<OMEGA2 3x14 T16 HFD DMB L840
96238863
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96238863
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ceiling recessed
RECD_CUBE
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Rectangle
Ceiling
Y
X
Z
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4.4
Enclosed IP2X
STD - standard
LDCImage_Polar
true
PNG
179665_21_Polar.png
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LDCImage_Cartesian
true
PNG
179665_21_Cartesian.png
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
46.5
2707
1
CUBE
587
240
0
0
0
0
ceiling recessed
white
Complete with 840 lamp(s).
2 x 1.5mm² piano key terminal block
5 x
satin
Aluminium
mirrorbrite
painted
double parabolic
louvre
46.5
4.5
0.5
0.97
220
240
0.21
50
60
Electronic
HFI*
Tridonic
PCA T5 ECO lp
1
A1 BAT
true
DSI2 dimmable to 5%
5
100
T16
FDH
G5
14
T16 14W
1200
standard
Tri-fluorescent lamp
215
3
35
14
standard
3
2
CIE 97 2005
Tri-fluorescent lamp (EB)
12
0,1
CIE 97 2005 Tri-fluorescent lamp
363
11
35
14
2700
3
2
OSRAM
FH 14/827
12
0,1
OSRAM FH 14/827
364
11
35
14
3000
3
2
OSRAM
FH 14/830
12
0,1
OSRAM FH 14/830
365
11
35
14
4000
3
2
OSRAM
FH 14/840
12
0,1
OSRAM FH 14/840
366
11
35
14
6500
3
2
OSRAM
FH 14/865
12
0,1
OSRAM FH 14/865
836
97
35
14
2700
3
2
AURA
T5 Supreme HE 14W
12
0,1
AURA T5 Supreme HE 14W
837
97
35
14
3000
3
2
AURA
T5 Supreme HE 14W
12
0,1
AURA T5 Supreme HE 14W
838
97
35
14
4000
3
2
AURA
T5 Supreme HE 14W
12
0,1
AURA T5 Supreme HE 14W
839
97
35
14
6500
3
2
AURA
T5 Supreme HE 14W
12
0,1
AURA T5 Supreme HE 14W
969
103
35
14
3000
3
2
PHILIPS
Master TL5 HE Secura 14W/830 UNP
12
0,1
PHILIPS Master TL5 HE Secura 14W/830 UNP
970
103
35
14
4000
3
2
PHILIPS
Master TL5 HE Secura 14W/840 UNP
12
0,1
PHILIPS Master TL5 HE Secura 14W/840 UNP
1019
110
35
14
2700
3
2
PHILIPS
Master TL5 HE 14W/827 1SL
12
0,1
PHILIPS Master TL5 HE 14W/827 1SL
1020
110
35
14
2700
3
2
PHILIPS
Master TL5 HE 14W/827 UNP
12
0,1
PHILIPS Master TL5 HE 14W/827 UNP
1021
110
35
14
3000
3
2
PHILIPS
Master TL5 HE 14W/830 1SL
12
0,1
PHILIPS Master TL5 HE 14W/830 1SL
1022
110
35
14
3000
3
2
PHILIPS
Master TL5 HE 14W/830 UNP
12
0,1
PHILIPS Master TL5 HE 14W/830 UNP
1023
110
35
14
4000
3
2
PHILIPS
Master TL5 HE 14W/840 1SL
12
0,1
PHILIPS Master TL5 HE 14W/840 1SL
1024
110
35
14
4000
3
2
PHILIPS
Master TL5 HE 14W/840 UNP
12
0,1
PHILIPS Master TL5 HE 14W/840 UNP
1025
110
35
14
6500
3
2
PHILIPS
Master TL5 HE 14W/865 1SL
12
0,1
PHILIPS Master TL5 HE 14W/865 1SL
1026
110
35
14
6500
3
2
PHILIPS
Master TL5 HE 14W/865 UNP
12
0,1
PHILIPS Master TL5 HE 14W/865 UNP
1488
229
35
14
standard
3
2
ZVEI 2005
Dreibanden-Leuchtstofflampe T16 14W
12
0,1
ZVEI 2005 Tri-fluorescent lamp
0
1
100
1
500
1
1000
1
2000
1
4000
1
6000
0.99
8000
0.98
10000
0.98
12000
0.97
15000
0.94
20000
0.5
0
1
100
1
500
0.99
1000
0.98
2000
0.97
4000
0.93
6000
0.92
8000
0.9
10000
0.9
12000
0.9
15000
0.9
20000
0.9
0
1
100
1
2000
0.99
4000
0.98
6000
0.97
8000
0.96
10000
0.96
12000
0.95
14000
0.94
16000
0.9
18000
0.8
20000
0.5
0
1
100
1
2000
0.96
4000
0.94
6000
0.92
8000
0.91
10000
0.91
12000
0.91
14000
0.9
16000
0.9
18000
0.9
20000
0.9
0
1
100
1
2000
1
4000
1
8000
1
10000
1
12000
1
16000
1
20000
1
30000
1
32000
1
36000
1
40000
1
44000
1
46000
0.97
48000
0.94
0
1
100
1
2000
0.96
4000
0.95
8000
0.93
10000
0.92
12000
0.92
16000
0.9
20000
0.89
30000
0.88
32000
0.87
36000
0.87
40000
0.86
44000
0.86
46000
0.86
48000
0.86
0
1
2000
0.99
4000
0.98
6000
0.98
8000
0.97
12000
0.95
16000
0.94
20000
0.85
24000
0.5
0
1
2000
0.96
4000
0.95
6000
0.94
8000
0.93
12000
0.91
16000
0.9
20000
0.88
24000
0.87
0
1
2000
0.99
4000
0.98
6000
0.98
8000
0.97
12000
0.95
16000
0.94
20000
0.85
24000
0.5
0
1
2000
0.96
4000
0.95
6000
0.94
8000
0.93
12000
0.91
16000
0.9
20000
0.88
24000
0.87
0
1
100
1
500
1
1000
1
1500
1
2000
1
4000
0.99
6000
0.99
8000
0.98
10000
0.98
12000
0.98
14000
0.97
16000
0.97
18000
0.96
20000
0.91
22000
0.8
24000
0.5
0
1
100
1
500
0.99
1000
0.98
1500
0.97
2000
0.96
4000
0.95
6000
0.94
8000
0.93
10000
0.92
12000
0.92
14000
0.91
16000
0.9
18000
0.9
20000
0.9
22000
0.9
24000
0.89
T16 14W HE
0
0
1
0.207
2
0.379
3
0.385
4
0.39
5
0.395
6
0.4
7
0.407
8
0.414
9
0.421
10
0.429
11
0.436
12
0.442
13
0.449
14
0.456
15
0.462
16
0.469
17
0.474
18
0.48
19
0.486
20
0.492
21
0.497
22
0.503
23
0.51
24
0.517
25
0.524
26
0.531
27
0.538
28
0.545
29
0.551
30
0.557
31
0.562
32
0.568
33
0.575
34
0.582
35
0.589
36
0.597
37
0.604
38
0.611
39
0.619
40
0.626
41
0.634
42
0.641
43
0.647
44
0.653
45
0.659
46
0.664
47
0.67
48
0.678
49
0.686
50
0.694
51
0.702
52
0.708
53
0.715
54
0.721
55
0.728
56
0.734
57
0.74
58
0.746
59
0.753
60
0.759
61
0.765
62
0.771
63
0.779
64
0.786
65
0.794
66
0.801
67
0.808
68
0.816
69
0.823
70
0.829
71
0.835
72
0.841
73
0.847
74
0.853
75
0.859
76
0.864
77
0.87
78
0.876
79
0.883
80
0.889
81
0.896
82
0.902
83
0.909
84
0.915
85
0.92
86
0.924
87
0.928
88
0.933
89
0.939
90
0.944
91
0.945
92
0.947
93
0.948
94
0.95
95
0.958
96
0.966
97
0.975
98
0.983
99
0.992
100
1
EULUM
TLG_SP_0038362.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T12:17:26.8116548+01:00
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