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Thorn 96547522 <EYE BE 1X26W TC-TEL HF OP S ANT L840
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CAD3D
true
DWG
TLG_EYE_BE_OP_S_ANT.dwg
96547522
<EYE BE 1X26W TC-TEL HF OP S ANT L840
96547522
5037319136774
96547522
ProductImage
JPG
TLG_EYKN_F_SMBEZANTHOP.jpg
27
0.95
A2
788
1800
29
0.44
0.22
0.22
0.5
<25
<19
80
wall mounted
WALV_VCYL
VCYL
Rectangle
Wall
X
Y
Z
285
285
150
285
285
150
0
0
1.7
IP65
IP
IK10
IK
SC1
SC
CE
PZ
GConReP
PICT
LConReP
PICT
960
Filament
Ta=-15°C_to_35°C
PZx
STD - standard
LDCImage_Polar
true
PNG
197262_21_Polar.png
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
LDCImage_Cartesian
true
PNG
197262_21_Cartesian.png
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
27
788
0.5
CUBE
100
221
221
221
0
221
wall mounted
anthracite
Complete with 840 lamp(s).
3 x
Aluminium
Polycarbonate (PC)
opal
die-cast
powder coated
small
bezel
27
3
0.95
220
240
50
60
Electronic
HF
Tridonic
PC TCT PRO
1
A2
false
TC-TEL
FSMH
GX24q-3
26
TC-TEL 26W
1800
standard
Compact fluorescent lamp
341
6
58
26
standard
4
2
CIE 97 2005
Compact fluorescent lamp (EB)
13
0
CIE 97 2005 Compact fluorescent lamp
539
24
58
26
2700
4
2
OSRAM
DULUX T/E 26W/827
16
0
OSRAM DULUX T/E 26W/827
540
24
58
26
3000
4
2
OSRAM
DULUX T/E 26W/830
16
0
OSRAM DULUX T/E 26W/830
541
24
58
26
4000
4
2
OSRAM
DULUX T/E 26W/840
16
0
OSRAM DULUX T/E 26W/840
919
99
58
26
2700
4
2
AURA
Unique-T/E 26W
13
0
AURA Unique-T/E 26W
920
99
58
26
3000
4
2
AURA
Unique-T/E 26W
13
0
AURA Unique-T/E 26W
921
99
58
26
4000
4
2
AURA
Unique-T/E 26W
13
0
AURA Unique-T/E 26W
1275
165
58
26
3000
4
2
PHILIPS
Master PL-T Top 26W/830/4P 1CT
13
0
PHILIPS Master PL-T Top 26W/830/4P 1CT
1276
165
58
26
4000
4
2
PHILIPS
Master PL-T Top 26W/840/4P 1CT
13
0
PHILIPS Master PL-T Top 26W/840/4P 1CT
1307
168
58
26
2700
4
2
PHILIPS
Master PL-T 26W/827/4P 1CT
13
0
PHILIPS Master PL-T 26W/827/4P 1CT
1308
168
58
26
3000
4
2
PHILIPS
Master PL-T 26W/830/4P 1CT
13
0
PHILIPS Master PL-T 26W/830/4P 1CT
1309
168
58
26
4000
4
2
PHILIPS
Master PL-T 26W/840/4P 1CT
13
0
PHILIPS Master PL-T 26W/840/4P 1CT
1513
231
58
26
standard
4
2
ZVEI 2005
Kompaktleuchtstofflampe TC-EL/TC-TEL 26W
13
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
100
1
2000
1
4000
1
8000
1
10000
1
12000
0.99
16000
0.97
20000
0.95
24000
0.9
0
1
100
1
2000
0.98
4000
0.95
8000
0.92
10000
0.9
12000
0.88
16000
0.87
20000
0.86
24000
0.85
0
1
2000
0.99
4000
0.98
6000
0.97
8000
0.9
12000
0.6
13000
0.5
0
1
2000
0.92
4000
0.88
6000
0.85
8000
0.84
12000
0.81
13000
0.8
0
1
2000
0.99
4000
0.98
6000
0.97
8000
0.9
12000
0.6
13000
0.5
0
1
2000
0.92
4000
0.88
6000
0.86
8000
0.84
12000
0.81
13000
0.8
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-TEL 26W
0
0
1
0.087
2
0.141
3
0.196
4
0.25
5
0.259
6
0.269
7
0.278
8
0.285
9
0.292
10
0.3
11
0.307
12
0.314
13
0.322
14
0.329
15
0.336
16
0.343
17
0.35
18
0.357
19
0.364
20
0.371
21
0.378
22
0.385
23
0.392
24
0.399
25
0.407
26
0.415
27
0.423
28
0.431
29
0.439
30
0.447
31
0.453
32
0.46
33
0.466
34
0.473
35
0.479
36
0.486
37
0.493
38
0.5
39
0.507
40
0.514
41
0.521
42
0.528
43
0.535
44
0.542
45
0.55
46
0.557
47
0.564
48
0.571
49
0.578
50
0.585
51
0.591
52
0.597
53
0.604
54
0.61
55
0.617
56
0.625
57
0.633
58
0.641
59
0.649
60
0.656
61
0.663
62
0.67
63
0.677
64
0.684
65
0.691
66
0.699
67
0.707
68
0.715
69
0.723
70
0.731
71
0.739
72
0.746
73
0.754
74
0.762
75
0.77
76
0.777
77
0.784
78
0.791
79
0.798
80
0.805
81
0.812
82
0.819
83
0.83
84
0.842
85
0.853
86
0.861
87
0.868
88
0.875
89
0.885
90
0.895
91
0.904
92
0.914
93
0.927
94
0.94
95
0.948
96
0.957
97
0.966
98
0.977
99
0.989
100
1
TC-DEL 26W
0
0
1
0.096
2
0.156
3
0.216
4
0.276
5
0.283
6
0.291
7
0.298
8
0.306
9
0.313
10
0.321
11
0.328
12
0.335
13
0.342
14
0.35
15
0.357
16
0.364
17
0.372
18
0.378
19
0.385
20
0.391
21
0.398
22
0.404
23
0.411
24
0.417
25
0.424
26
0.431
27
0.437
28
0.443
29
0.45
30
0.456
31
0.463
32
0.469
33
0.476
34
0.482
35
0.488
36
0.494
37
0.5
38
0.506
39
0.512
40
0.518
41
0.524
42
0.53
43
0.536
44
0.543
45
0.55
46
0.557
47
0.564
48
0.571
49
0.578
50
0.584
51
0.589
52
0.595
53
0.601
54
0.607
55
0.613
56
0.619
57
0.626
58
0.633
59
0.64
60
0.648
61
0.655
62
0.662
63
0.67
64
0.677
65
0.685
66
0.692
67
0.7
68
0.707
69
0.714
70
0.721
71
0.728
72
0.735
73
0.741
74
0.748
75
0.754
76
0.763
77
0.772
78
0.78
79
0.789
80
0.796
81
0.803
82
0.81
83
0.817
84
0.828
85
0.838
86
0.848
87
0.858
88
0.867
89
0.878
90
0.889
91
0.9
92
0.911
93
0.921
94
0.931
95
0.94
96
0.953
97
0.966
98
0.978
99
0.989
100
1
EULUM
TLG_SP_0037768.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T14:23:25.6543872+01:00
sw0HHnaHmcSG3975AKZsrGuxFHQ=df0cEXVnEhjRvuSdWBBDXJc+ZpWfa+G+VtgooZYdflUumpK1UCLElF1dQWD6spGHmUIXZGHLd5tTlcnAoiYL6vbGtSyA2boXhJLqWXnXYExY04T919Oj63WV3No9w841aqCIHs7dlcHafuo8kL9sMRrUWTaKnN7fXBpGmnk3cE6MKXKOuJixFwf6b/7kPeseOELuB3vF1p6oIg5dsoDvRfLJpAvBLJUoIA6fWpEVmCtrxoJj4AOKItzl4f0QTRL/m0HgUnZ6jIfpid2kx70VxpblfXyU/y/S2AHyuRz6M0GT7oEaR4ERZVFTqVTBQGdhfd6Zqu70zAosEEFwqRmCAg==