<PE 2X58W HF OP AC
96006358
7319870182741
96006358
A
true
False
false
false
3
5
Thorn
PNG
Logo_T.png
Thorn 96006358 <PE 2X58W HF OP AC
PE Opal
Indoor Lighting
Pending Deletion
PE
PE Opal
ProductImage
true
JPG
TLG_PESE_F_01.jpg
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77578_21_Polar.png
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
LDCImage_Cartesian
true
PNG
77578_21_Cartesian.png
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
124
6042
0.92
CUBE
1559
216
38
0
38
0
surface mounted
white painted galvanized steel sheet
white plastic
opal acrylic
124
8
0.98
220
240
50
60
Electronic
HF
Tridonic
PC T8 PRO A2
1
A2
false
T26
FD
G13
58
T26 58W
5200
standard
Tri-fluorescent lamp
248
3
37
58
standard
3
2
CIE 97 2005
Tri-fluorescent lamp (EB)
4
0
CIE 97 2005 Tri-fluorescent lamp
407
13
37
58
2700
3
2
OSRAM
L 58W/827
4
0
OSRAM L 58W/827
408
13
37
58
3000
3
2
OSRAM
L 58W/830
4
0
OSRAM L 58W/830
409
13
37
58
4000
3
2
OSRAM
L 58W/840
4
0
OSRAM L 58W/840
410
13
37
58
6500
3
2
OSRAM
L 58W/865
4
0
OSRAM L 58W/865
802
94
37
58
2700
3
2
AURA
T8 Ultimate 58W
4
0
AURA T8 Ultimate 58W
803
94
37
58
3000
3
2
AURA
T8 Ultimate 58W
4
0
AURA T8 Ultimate 58W
804
94
37
58
4000
3
2
AURA
T8 Ultimate 58W
4
0
AURA T8 Ultimate 58W
805
94
37
58
6500
3
2
AURA
T8 Ultimate 58W
4
0
AURA T8 Ultimate 58W
833
96
37
58
3000
3
2
AURA
T8 Universal 58W
4
0
AURA T8 Universal 58W
834
96
37
58
4000
3
2
AURA
T8 Universal 58W
4
0
AURA T8 Universal 58W
835
96
37
58
6500
3
2
AURA
T8 Universal 58W
4
0
AURA T8 Universal 58W
1482
228
37
58
standard
3
2
ZVEI 2005
Dreibanden-Leuchtstofflampe T26 58W
4
0
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
0.9875
6000
0.985
8000
0.9825
10000
0.98
12000
0.975
14000
0.97
16000
0.96
18000
0.9
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
0.99
20000
0.99
30000
0.99
32000
0.99
36000
0.99
40000
0.99
44000
0.99
46000
0.99
48000
0.99
50000
0.98
70000
0.9
0
1
100
1
2000
0.99
4000
0.98
8000
0.96
10000
0.96
12000
0.96
16000
0.94
20000
0.94
30000
0.92
32000
0.91
36000
0.9
40000
0.9
44000
0.9
46000
0.9
48000
0.9
50000
0.9
70000
0.9
0
1
100
1
2000
1
4000
1
8000
1
10000
1
12000
1
16000
0.99
20000
0.99
30000
0.99
32000
0.98
36000
0.98
40000
0.97
44000
0.95
46000
0.94
48000
0.92
50000
0.9
0
1
100
1
2000
0.99
4000
0.98
8000
0.96
10000
0.95
12000
0.95
16000
0.94
20000
0.93
30000
0.91
32000
0.9
36000
0.9
40000
0.9
44000
0.9
46000
0.9
48000
0.9
50000
0.9
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
0.97
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
0.96
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
T26 58W
0
0
1
0.042
2
0.066
3
0.09
4
0.113
5
0.137
6
0.16
7
0.184
8
0.208
9
0.217
10
0.226
11
0.236
12
0.245
13
0.255
14
0.264
15
0.273
16
0.281
17
0.288
18
0.295
19
0.303
20
0.31
21
0.317
22
0.325
23
0.332
24
0.34
25
0.348
26
0.356
27
0.364
28
0.372
29
0.38
30
0.388
31
0.396
32
0.403
33
0.411
34
0.419
35
0.426
36
0.434
37
0.442
38
0.451
39
0.459
40
0.468
41
0.476
42
0.483
43
0.49
44
0.498
45
0.505
46
0.512
47
0.519
48
0.529
49
0.538
50
0.547
51
0.556
52
0.564
53
0.572
54
0.58
55
0.588
56
0.596
57
0.604
58
0.612
59
0.62
60
0.628
61
0.636
62
0.644
63
0.652
64
0.66
65
0.668
66
0.677
67
0.687
68
0.696
69
0.706
70
0.715
71
0.724
72
0.734
73
0.743
74
0.75
75
0.757
76
0.764
77
0.771
78
0.78
79
0.79
80
0.799
81
0.808
82
0.817
83
0.827
84
0.838
85
0.848
86
0.858
87
0.867
88
0.877
89
0.886
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_SW5821_3.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-28T14:10:20.0300430+01:00
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