<OMEGA2 FAST 3X14 T16 HFIX DMB2 IS L840
96549274
5037319167761
96549274
A
true
False
false
false
3
5
Thorn
PNG
Logo_T.png
Thorn 96549274 <OMEGA2 FAST 3X14 T16 HFIX DMB2 IS L840
14674
Indoor Lighting
Pending Deletion
Omega 2 T5
Omega 2 T5 Ready to install Mirrorbrite louvre (<200cd/m²)
75% and good glare control]]>
DimensionalDrawing
true
GIF
TLG_OMGA_M_2T5LD2.gif
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
96549274
<OMEGA2 FAST 3X14 T16 HFIX DMB2 IS L840
96549274
5037319167761
96549274
46.5
0.5
0.97
A1 BAT
2563
3600
55
0.71
0.71
0
1
<19
<19
80
ceiling recessed
RECD_CUBE
CUBE
Rectangle
Ceiling
Y
X
Z
597
597
59
597
597
59
54
54
597
597
59
3.5
Enclosed IP2X
STD - standard
LDCImage_Polar
true
PNG
217436_21_Polar.png
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
LDCImage_Cartesian
true
PNG
217436_21_Cartesian.png
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
46.5
2563
1
CUBE
597
240
0
0
0
0
ceiling recessed
white
Complete with 840 lamp(s).
2 x 1.5mm² piano key terminal block located on a hatch cut into the side of the body, allowing external access
5 x
Luminance <200cd/m² at 65°.
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 EXCITE
1
A1 BAT
true
DA2 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_0038928.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T14:56:52.5731446+01:00
Hw5NFutXAu5AIl3bZ6kZ9fM/5vw=oGbOlv9138nbp0PIXQYRiqjfwDK5OjvGa7z7JZB4MLDmCo860u2rRW9SwyAfs8Oq+znqb8W3cUIEkGwNEpirARRkfQe/M/YE7ghxjHcPnrO86uNtbNE2UCVsqMoR+EdFTwnoDO4XUZx/LQJcSB+3qvTRPquk+2yj6GMiS6tQqLPemftx8GWDlo6ziiBMMAaotK2lw4ccPGkxmPiahFwkXVyZzweZFeYeGZFbiGAcSqbknyqrSBx7wbwPF3erzHV6sYsnOK0rJ8DdoozDlByjMq5rfsUfhTaZTo7kOeG5BL6EyXKncYe9NRCbtCFjUGzq6hjRGBgWyhYIrfyvFjdeLQ==