<DA 2X9w TC-SEL HF CL1 OP RD S WHI L830
96230571
5018843994290
96230571
A
true
False
false
false
3
5
Thorn
PNG
Logo_T.png
Thorn 96230571 <DA 2X9w TC-SEL HF CL1 OP RD S WHI L830
13565
Indoor Lighting
Pending Deletion
Danube
Danube Round, small, opal diffuser
ProductImage
true
JPG
TLG_DNBE_F_RDW.jpg
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GIF
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CAD2D
true
DWG
tlgsp_danub_sm_rnd_2d.dwg
96230571
<DA 2X9w TC-SEL HF CL1 OP RD S WHI L830
96230571
5018843994290
96230571
ProductImage
JPG
TLG_DNBE_F_RDW.jpg
18.5
0.6
A2
527
1200
28
0.44
0.39
0.05
0.89
<22
<22
80
surface mounted
SURF_VCYL
VCYL
Circle
Ceiling
X
Y
Z
285
285
73
285
285
73
0
0
0.9
Dust-proof IP5X
IP65
IP
IK07
IK
SC1
SC
CE
PZ
RCM
PZ
EAC
PZ
960
Filament
SF_4
PZx
Ta=25
PZx
STD - standard
LDCImage_Polar
true
PNG
129652_21_Polar.png
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
LDCImage_Cartesian
true
PNG
129652_21_Cartesian.png
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
18.5
527
0.89
VCYL
226
0
27
27
27
27
surface mounted
opal
white
Complete with 830 lamp(s).
disymmetric
Polycarbonate (PC)
round
18.5
2.5
0.6
220
240
50
60
Electronic
HF
Philips
HF-M Red
1
A2
false
TC-SEL
FSD
2G7
9
TC-SEL 9W
600
standard
Compact fluorescent lamp
328
6
56
9
standard
4
2
CIE 97 2005
Compact fluorescent lamp (EB)
14
0
CIE 97 2005 Compact fluorescent lamp
471
18
56
9
2700
4
2
OSRAM
DULUX S/E 9W/827
14
0
OSRAM DULUX S/E 9W/827
472
18
56
9
3000
4
2
OSRAM
DULUX S/E 9W/830
14
0
OSRAM DULUX S/E 9W/830
473
18
56
9
4000
4
2
OSRAM
DULUX S/E 9W/840
14
0
OSRAM DULUX S/E 9W/840
1238
159
56
9
2700
4
2
PHILIPS
Master PL-S 9W/827/4P 1CT
14
0
PHILIPS Master PL-S 9W/827/4P 1CT
1239
159
56
9
3000
4
2
PHILIPS
Master PL-S 9W/830/4P 1CT
14
0
PHILIPS Master PL-S 9W/830/4P 1CT
1240
159
56
9
4000
4
2
PHILIPS
Master PL-S 9W/840/4P 1CT
14
0
PHILIPS Master PL-S 9W/840/4P 1CT
1508
231
56
9
standard
4
2
ZVEI 2005
Kompaktleuchtstofflampe TC-EL/TC-TEL 9W
14
0
ZVEI 2005 Compact fluorescent lamp
0
1
100
1
500
0.99
1000
0.99
2000
0.98
4000
0.97
6000
0.94
8000
0.86
10000
0.5
0
1
100
1
500
0.98
1000
0.97
2000
0.94
4000
0.91
6000
0.89
8000
0.87
10000
0.85
0
1
100
1
1000
0.99
2000
0.99
3000
0.99
4000
0.98
5000
0.98
6000
0.98
7000
0.97
8000
0.94
8500
0.91
9000
0.84
9500
0.72
10000
0.5
0
1
100
1
1000
0.97
2000
0.92
3000
0.9
4000
0.88
5000
0.86
6000
0.85
7000
0.84
8000
0.83
8500
0.83
9000
0.83
9500
0.825
10000
0.82
0
1
2000
0.99
4000
0.98
6000
0.97
8000
0.92
12000
0.66
13000
0.5
0
1
2000
0.95
4000
0.92
6000
0.9
8000
0.88
12000
0.86
13000
0.85
0
1
100
1
500
1
1000
0.99
1500
0.99
2000
0.99
4000
0.98
6000
0.97
8000
0.93
10000
0.76
12000
0.55
0
1
100
1
500
0.98
1000
0.96
1500
0.94
2000
0.93
4000
0.87
6000
0.84
8000
0.82
10000
0.8
12000
0.79
TC-SEL 11W
0
0
1
0.139
2
0.212
3
0.285
4
0.359
5
0.362
6
0.366
7
0.369
8
0.376
9
0.383
10
0.39
11
0.396
12
0.403
13
0.41
14
0.417
15
0.424
16
0.429
17
0.434
18
0.44
19
0.445
20
0.451
21
0.456
22
0.461
23
0.47
24
0.479
25
0.488
26
0.496
27
0.505
28
0.514
29
0.522
30
0.526
31
0.53
32
0.534
33
0.538
34
0.541
35
0.545
36
0.549
37
0.556
38
0.564
39
0.571
40
0.578
41
0.586
42
0.593
43
0.6
44
0.608
45
0.615
46
0.622
47
0.629
48
0.636
49
0.642
50
0.649
51
0.655
52
0.662
53
0.667
54
0.672
55
0.677
56
0.683
57
0.69
58
0.697
59
0.705
60
0.712
61
0.719
62
0.726
63
0.732
64
0.738
65
0.744
66
0.752
67
0.759
68
0.767
69
0.774
70
0.781
71
0.788
72
0.795
73
0.802
74
0.809
75
0.816
76
0.823
77
0.83
78
0.837
79
0.843
80
0.85
81
0.856
82
0.862
83
0.868
84
0.874
85
0.88
86
0.885
87
0.894
88
0.902
89
0.91
90
0.918
91
0.923
92
0.927
93
0.932
94
0.937
95
0.942
96
0.947
97
0.958
98
0.97
99
0.985
100
1
EULUM
TLG_SP_r0034317.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-28T14:47:28.6031260+01:00
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