<DUOPRF 2X36W TC-L HF IP65
96218800
5018843351109
96218800
A
true
False
false
false
3
5
Thorn
PNG
Logo_T.png
Thorn 96218800 <DUOPRF 2X36W TC-L HF IP65
Duoproof Luminaires
Indoor Lighting
Pending Deletion
Duoproof
Duoproof T26 luminaires
ProductImage
true
JPG
TLG_DUOP_F_REC2.jpg
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CAD2D
true
DWG
tlgsp_duopf_236_2d.dwg
96218800
<DUOPRF 2X36W TC-L HF IP65
96218800
5018843351109
96218800
ProductImage
JPG
TLG_DUOP_F_REC2.jpg
73
0.97
A3
3097
5800
42
0.53
0.53
0
1
<22
<22
80
ceiling recessed
RECD_CUBE
CUBE
Rectangle
Ceiling
Y
X
Z
592
590
90
592
590
90
115
115
600
600
120
8.6
Dust-proof IP5X
STD - standard
LDCImage_Polar
true
PNG
90735_21_Polar.png
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
LDCImage_Cartesian
true
PNG
90735_21_Cartesian.png
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
73
3097
1
CUBE
498
498
0
0
0
0
ceiling recessed
Lamps to be ordered separately.
disymmetric
powder coated
73
9
0.97
220
240
50
60
Electronic
HF
Tridonic
PC TCL PRO
1
A3
false
TC-L
FSD
2G11
36
TC-L 36W
2900
standard
Compact fluorescent lamp
312
6
53
36
standard
4
2
CIE 97 2005
Compact fluorescent lamp (EB)
15
0
CIE 97 2005 Compact fluorescent lamp
610
33
53
36
2700
4
2
OSRAM
DULUX L 36W/827
15
0
OSRAM DULUX L 36W/827
611
33
53
36
3000
4
2
OSRAM
DULUX L 36W/830
15
0
OSRAM DULUX L 36W/830
612
33
53
36
4000
4
2
OSRAM
DULUX L 36W/840
15
0
OSRAM DULUX L 36W/840
613
33
53
36
6000
4
2
OSRAM
DULUX L 36W/860
15
0
OSRAM DULUX L 36W/860
945
101
53
36
3000
4
2
AURA
Unique-L 36W
15
0
AURA Unique-L 36W
946
101
53
36
4000
4
2
AURA
Unique-L 36W
15
0
AURA Unique-L 36W
1331
172
53
36
3000
4
2
PHILIPS
Master PL-L Xtra Polar 36W/830/4P 1CT
15
0
PHILIPS Master PL-L Xtra Polar 36W/830/4P 1CT
1332
172
53
36
4000
4
2
PHILIPS
Master PL-L Xtra Polar 36W/840/4P 1CT
15
0
PHILIPS Master PL-L Xtra Polar 36W/840/4P 1CT
1347
294
53
36
2700
4
2
PHILIPS
Master PL-L 36W/827/4P HF 1CT
15
0
PHILIPS Master PL-L 36W/827/4P HF 1CT
1348
294
53
36
3000
4
2
PHILIPS
Master PL-L 36W/830/4P HF 1CT
15
0
PHILIPS Master PL-L 36W/830/4P HF 1CT
1349
294
53
36
4000
4
2
PHILIPS
Master PL-L 36W/840/4P HF 1CT
15
0
PHILIPS Master PL-L 36W/840/4P HF 1CT
1367
178
53
36
3000
4
2
PHILIPS
Master PL-L Polar 36W/830/4P 1CT
15
0
PHILIPS Master PL-L Polar 36W/830/4P 1CT
1368
178
53
36
4000
4
2
PHILIPS
Master PL-L Polar 36W/840/4P 1CT
15
0
PHILIPS Master PL-L Polar 36W/840/4P 1CT
1392
183
53
36
3000
4
2
OSRAM
DULUX L XT 36W/830
15
0
OSRAM DULUX L XT 36W/830
1393
183
53
36
4000
4
2
OSRAM
DULUX L XT 36W/840
15
0
OSRAM DULUX L XT 36W/840
1525
234
53
36
standard
4
2
ZVEI 2005
Kompaktleuchtstofflampe TC-L 36W
15
0
ZVEI 2005 Compact fluorescent lamp
1783
296
53
36
6500
4
2
PHILIPS
Master PL-L 36W/865/4P HF 1CT
15
0
PHILIPS Master PL-L 36W/865/4P HF 1CT
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
100
1
2000
1
4000
1
8000
1
10000
1
12000
1
16000
0.99
20000
0.99
30000
0.98
32000
0.97
36000
0.95
40000
0.92
42000
0.9
0
1
100
1
2000
0.98
4000
0.96
8000
0.93
10000
0.92
12000
0.91
16000
0.91
20000
0.9
30000
0.9
32000
0.9
36000
0.9
40000
0.9
42000
0.9
0
1
2000
0.99
4000
0.99
6000
0.99
8000
0.99
12000
0.98
16000
0.97
20000
0.94
36000
0.5
0
1
2000
0.95
4000
0.94
6000
0.93
8000
0.92
12000
0.91
16000
0.9
20000
0.9
36000
0.87
0
1
2000
0.99
4000
0.99
6000
0.98
8000
0.97
12000
0.94
16000
0.82
20000
0.5
0
1
2000
0.95
4000
0.94
6000
0.93
8000
0.92
12000
0.91
16000
0.9
20000
0.9
0
1
2000
0.99
4000
0.99
6000
0.99
8000
0.99
12000
0.99
16000
0.98
20000
0.96
36000
0.5
0
1
2000
0.9
4000
0.84
6000
0.82
8000
0.81
12000
0.78
16000
0.78
20000
0.76
36000
0.74
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
0.96
14000
0.95
16000
0.9
18000
0.75
20000
0.5
0
1
100
1
500
0.99
1000
0.98
1500
0.97
2000
0.97
4000
0.94
6000
0.93
8000
0.91
10000
0.9
12000
0.9
14000
0.9
16000
0.9
18000
0.9
20000
0.89
0
1
1000
0.97
2000
0.95
3000
0.945
4000
0.94
5000
0.93
6000
0.92
7000
0.915
8000
0.91
9000
0.9075
10000
0.905
11000
0.9025
12000
0.9
14000
0.89
16000
0.88
17000
0.875
18000
0.875
19000
0.8725
20000
0.87
0
1
1000
0.995
2000
0.99
3000
0.99
4000
0.99
5000
0.985
6000
0.98
7000
0.975
8000
0.97
9000
0.9625
10000
0.955
11000
0.9475
12000
0.94
14000
0.9
16000
0.82
17000
0.75
18000
0.67
19000
0.58
20000
0.5
0
1
1000
0.97
2000
0.95
3000
0.945
4000
0.94
5000
0.93
6000
0.92
7000
0.915
8000
0.91
9000
0.9075
10000
0.905
11000
0.9025
12000
0.9
14000
0.89
16000
0.88
17000
0.8775
18000
0.875
19000
0.8725
20000
0.87
0
1
1000
0.96
2000
0.94
3000
0.935
4000
0.93
5000
0.925
6000
0.92
7000
0.915
8000
0.91
9000
0.9075
10000
0.905
11000
0.9025
12000
0.9
14000
0.89
16000
0.88
17000
0.8775
18000
0.875
19000
0.8725
20000
0.87
TC-L 55W
0
0
1
0.07
2
0.123
3
0.177
4
0.187
5
0.196
6
0.206
7
0.215
8
0.223
9
0.23
10
0.238
11
0.245
12
0.253
13
0.26
14
0.268
15
0.275
16
0.282
17
0.291
18
0.299
19
0.308
20
0.316
21
0.325
22
0.333
23
0.342
24
0.349
25
0.356
26
0.363
27
0.37
28
0.378
29
0.385
30
0.392
31
0.399
32
0.407
33
0.415
34
0.423
35
0.432
36
0.44
37
0.448
38
0.456
39
0.464
40
0.472
41
0.481
42
0.489
43
0.496
44
0.504
45
0.511
46
0.519
47
0.527
48
0.534
49
0.542
50
0.551
51
0.559
52
0.567
53
0.575
54
0.582
55
0.588
56
0.594
57
0.6
58
0.607
59
0.613
60
0.624
61
0.636
62
0.647
63
0.658
64
0.666
65
0.674
66
0.682
67
0.69
68
0.698
69
0.706
70
0.715
71
0.723
72
0.732
73
0.74
74
0.749
75
0.756
76
0.763
77
0.769
78
0.776
79
0.783
80
0.796
81
0.808
82
0.818
83
0.827
84
0.837
85
0.846
86
0.855
87
0.863
88
0.871
89
0.883
90
0.895
91
0.907
92
0.918
93
0.929
94
0.94
95
0.95
96
0.96
97
0.97
98
0.98
99
0.99
100
1
EULUM
TLG_SP_0039799.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T12:04:43.5000443+01:00
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