<OPTUS IV DI 2x28W HFI GRY DSB ML L840
96209628
7319870467350
96209628
A
true
False
false
false
3
5
Thorn
PNG
Logo_T.png
Thorn 96209628 <OPTUS IV DI 2x28W HFI GRY DSB ML L840
23229
Discontinued
Discontinued
Discontinued
0002
ProductImage
true
JPG
TLG_OPT4_F_DISGL.jpg
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96209628
<OPTUS IV DI 2x28W HFI GRY DSB ML L840
96209628
7319870467350
96209628
ProductImage
JPG
TLG_OPT4_F_DISGL.jpg
60.5
0.2
0.96
A1 BAT
4836
5200
80
0.93
0.54
0.39
0.58
<16
<16
80
suspended
SUSP_CUBE
CUBE
Rectangle
Ceiling
Y
X
Z
1209
165
61
1209
165
61
500
0
2.6
Closed Top Reflector
STD - standard
LDCImage_Polar
true
PNG
218611_21_Polar.png
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
LDCImage_Cartesian
true
PNG
218611_21_Cartesian.png
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
60.5
4836
0.58
CUBE
1160
80
0
0
0
0
suspended
grey
Complete with 840 lamp(s).
5 x
direct/indirect
Aluminium
Aluminium
zinc - bright galvanised
Aluminium
satinbrite
matt
extruded
powder coated
die-cast
60.5
4.5
0.2
0.96
230
240
0.28
50
60
Electronic
HFI*
Tridonic
PCA T5 ECO lp
1
A1 BAT
true
DALIDSI dimmable to 1%
1
100
T16
FDH
G5
28
T16 28W
2600
standard
Tri-fluorescent lamp
218
3
35
28
standard
3
2
CIE 97 2005
Tri-fluorescent lamp (EB)
11
0,1
CIE 97 2005 Tri-fluorescent lamp
371
11
35
28
2700
3
2
OSRAM
FH 28/827
11
0,1
OSRAM FH 28/827
372
11
35
28
3000
3
2
OSRAM
FH 28/830
11
0,1
OSRAM FH 28/830
373
11
35
28
4000
3
2
OSRAM
FH 28/840
11
0,1
OSRAM FH 28/840
374
11
35
28
6500
3
2
OSRAM
FH 28/865
11
0,1
OSRAM FH 28/865
844
97
35
28
2700
3
2
AURA
T5 Supreme HE 28W
11
0,1
AURA T5 Supreme HE 28W
845
97
35
28
3000
3
2
AURA
T5 Supreme HE 28W
11
0,1
AURA T5 Supreme HE 28W
846
97
35
28
4000
3
2
AURA
T5 Supreme HE 28W
11
0,1
AURA T5 Supreme HE 28W
847
97
35
28
6500
3
2
AURA
T5 Supreme HE 28W
11
0,1
AURA T5 Supreme HE 28W
973
103
35
28
3000
3
2
PHILIPS
Master TL5 HE Secura 28W/830 UNP
11
0,1
PHILIPS Master TL5 HE Secura 28W/830 UNP
974
103
35
28
4000
3
2
PHILIPS
Master TL5 HE Secura 28W/840 UNP
11
0,1
PHILIPS Master TL5 HE Secura 28W/840 UNP
1491
229
35
28
standard
3
2
ZVEI 2005
Dreibanden-Leuchtstofflampe T16 28W
11
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
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 28W HE
0
0
1
0.203
2
0.215
3
0.227
4
0.239
5
0.25
6
0.261
7
0.272
8
0.284
9
0.295
10
0.304
11
0.313
12
0.322
13
0.331
14
0.34
15
0.349
16
0.357
17
0.365
18
0.374
19
0.382
20
0.389
21
0.395
22
0.402
23
0.408
24
0.415
25
0.422
26
0.43
27
0.438
28
0.446
29
0.454
30
0.461
31
0.468
32
0.474
33
0.481
34
0.488
35
0.495
36
0.502
37
0.509
38
0.517
39
0.524
40
0.532
41
0.539
42
0.547
43
0.554
44
0.561
45
0.569
46
0.575
47
0.582
48
0.588
49
0.595
50
0.601
51
0.608
52
0.615
53
0.622
54
0.629
55
0.636
56
0.643
57
0.65
58
0.658
59
0.667
60
0.675
61
0.683
62
0.692
63
0.699
64
0.706
65
0.714
66
0.721
67
0.728
68
0.737
69
0.746
70
0.755
71
0.763
72
0.771
73
0.779
74
0.786
75
0.794
76
0.802
77
0.81
78
0.818
79
0.827
80
0.835
81
0.844
82
0.852
83
0.86
84
0.868
85
0.876
86
0.883
87
0.889
88
0.895
89
0.901
90
0.907
91
0.916
92
0.925
93
0.934
94
0.943
95
0.952
96
0.962
97
0.971
98
0.981
99
0.99
100
1
EULUM
TLG_SW_I9908.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T13:50:22.3677299+01:00
o9t1+f3Y38izbLDzUJdlXPlC4cg=BWbtgFvZcGavNxGEkU5elCAtD1t2JEiwmugTch4IGyY3O50ky1K2m89ADIFdHUR/4NHkrMDqSPifqMX3FJp/sZvNaENhVL8R/Yp+slPvOhU1BUedmPE/IDr6Wh9BGYlmDGdghoIQy91CGIQXy6xMcZRDU8RarKKdRYWRUY+l5jyO84FyHG4dO4DrDvew0mwag8mZQZKfkrYdEe4f0/NRieN/xbNX8UJbJYzthQsOo+P4Iwyta2mdv5ZsQr+8Fdda9a2/EYP7b8CbpVT0ZqbDIelcqPw/roalcxhpfx+cESpPpC1m3t+k9Z6N0RZ1iVMb3UG5Y5I2U8B6eMsZR3NG3g==