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Thorn 96547862 <OPTUS IV DI 1x54W HF WHI DSB ML L840
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PNG
197712_21_Polar.png
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
LDCImage_Cartesian
true
PNG
197712_21_Cartesian.png
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
57.4
3894
0.61
CUBE
1160
80
0
0
0
0
suspended
white
Complete with 840 lamp(s).
3 x
direct/indirect
Aluminium
Aluminium
zinc - bright galvanised
satinbrite
matt
extruded
powder coated
die-cast
57.4
3.4
0.99
220
240
50
-1
Electronic
HF
Tridonic
PC T5 PRO LP
1
A2
false
T16
FDH
G5
54
T16 54W
4450
standard
Tri-fluorescent lamp
222
3
35
54
standard
3
2
CIE 97 2005
Tri-fluorescent lamp (EB)
7
0
CIE 97 2005 Tri-fluorescent lamp
387
12
35
54
2700
3
2
OSRAM
FQ 54/827
7
0
OSRAM FQ 54/827
388
12
35
54
3000
3
2
OSRAM
FQ 54/830
7
0
OSRAM FQ 54/830
389
12
35
54
4000
3
2
OSRAM
FQ 54/840
7
0
OSRAM FQ 54/840
390
12
35
54
6500
3
2
OSRAM
FQ 54/865
7
0
OSRAM FQ 54/865
775
87
35
54
standard
3
2
PHILIPS
TL5 HO Xtra STD Driver
2
0
PHILIPS TL5 HO Xtra STD Driver
862
97
35
54
2700
3
2
AURA
T5 Supreme HO 54W
7
0
AURA T5 Supreme HO 54W
863
97
35
54
3000
3
2
AURA
T5 Supreme HO 54W
7
0
AURA T5 Supreme HO 54W
864
97
35
54
4000
3
2
AURA
T5 Supreme HO 54W
7
0
AURA T5 Supreme HO 54W
865
97
35
54
6500
3
2
AURA
T5 Supreme HO 54W
7
0
AURA T5 Supreme HO 54W
979
104
35
54
standard
3
2
PHILIPS
Master TL5 HO ActiViva Active 54W 1SL
7
0
PHILIPS Master TL5 HO ActiViva Active 54W 1SL
982
104
35
54
standard
3
2
PHILIPS
Master TL5 HO ActiViva Natural 54W 1SL
7
0
PHILIPS Master TL5 HO ActiViva Natural 54W 1SL
983
105
35
54
3000
3
2
PHILIPS
Master TL5 HO Secura 39W/830 UNP
7
0
PHILIPS Master TL5 HO Secura 39W/830 UNP
984
105
35
54
4000
3
2
PHILIPS
Master TL5 HO Secura 39W/840 UNP
7
0
PHILIPS Master TL5 HO Secura 39W/840 UNP
987
105
35
54
3000
3
2
PHILIPS
Master TL5 HO Secura 54W/830 UNP
7
0
PHILIPS Master TL5 HO Secura 54W/830 UNP
988
105
35
54
4000
3
2
PHILIPS
Master TL5 HO Secura 54W/840 UNP
7
0
PHILIPS Master TL5 HO Secura 54W/840 UNP
992
106
35
54
3000
3
2
PHILIPS
Master TL5 HO Xtra 54W/830 1SL
7
0
PHILIPS Master TL5 HO Xtra 54W/830 1SL
993
106
35
54
4000
3
2
PHILIPS
Master TL5 HO Xtra 54W/840 1SL
7
0
PHILIPS Master TL5 HO Xtra 54W/840 1SL
998
107
35
54
3000
3
2
PHILIPS
Master TL5 HO Top 54W/830 1SL
7
0
PHILIPS Master TL5 HO Top 54W/830 1SL
999
107
35
54
4000
3
2
PHILIPS
Master TL5 HO Top 54W/840 1SL
7
0
PHILIPS Master TL5 HO Top 54W/840 1SL
1008
108
35
54
4000
3
2
PHILIPS
Master TL5 HO 90 Deluxe 54W/940 1SL
7
0
PHILIPS Master TL5 HO 90 Deluxe 54W/940 1SL
1009
108
35
54
5000
3
2
PHILIPS
Master TL5 HO 90 Deluxe 54W/950 1SL
7
0
PHILIPS Master TL5 HO 90 Deluxe 54W/950 1SL
1010
108
35
54
6500
3
2
PHILIPS
Master TL5 HO 90 Deluxe 54W/965 1SL
7
0
PHILIPS Master TL5 HO 90 Deluxe 54W/965 1SL
1049
111
35
54
2700
3
2
PHILIPS
Master TL5 HO 54W/827 1SL
7
0
PHILIPS Master TL5 HO 54W/827 1SL
1050
111
35
54
3000
3
2
PHILIPS
Master TL5 HO 54W/830 1SL
7
0
PHILIPS Master TL5 HO 54W/830 1SL
1051
111
35
54
3000
3
2
PHILIPS
Master TL5 HO 54W/830 UNP
7
0
PHILIPS Master TL5 HO 54W/830 UNP
1052
111
35
54
4000
3
2
PHILIPS
Master TL5 HO 54W/840 1SL
7
0
PHILIPS Master TL5 HO 54W/840 1SL
1053
111
35
54
4000
3
2
PHILIPS
Master TL5 HO 54W/840 UNP
7
0
PHILIPS Master TL5 HO 54W/840 UNP
1054
111
35
54
6500
3
2
PHILIPS
Master TL5 HO 54W/865 1SL
7
0
PHILIPS Master TL5 HO 54W/865 1SL
1495
229
35
54
standard
3
2
ZVEI 2005
Dreibanden-Leuchtstofflampe T16 54W
7
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
0.98
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
1000
1
2000
1
4000
1
6000
1
8000
1
10000
1
12000
1
14000
1
16000
1
18000
0.99
20000
0.98
22000
0.98
24000
0.97
26000
0.96
28000
0.93
30000
0.9
32000
0.87
34000
0.84
36000
0.8
38000
0.74
40000
0.68
42000
0.6
44000
0.52
46000
0.45
48000
0.38
50000
0.3
0
1
1000
0.98
2000
0.96
4000
0.95
6000
0.93
8000
0.92
10000
0.92
12000
0.91
14000
0.91
16000
0.9
18000
0.9
20000
0.9
22000
0.9
24000
0.9
26000
0.9
28000
0.9
30000
0.9
32000
0.9
34000
0.9
36000
0.9
38000
0.9
40000
0.9
42000
0.9
44000
0.9
46000
0.9
48000
0.9
50000
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
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
0.96
6000
0.94
8000
0.93
12000
0.91
16000
0.9
20000
0.88
24000
0.87
0
1
2000
0.99
4000
0.98
6000
0.97
8000
0.96
12000
0.95
16000
0.95
20000
0.94
45000
0.5
0
1
2000
0.95
4000
0.95
6000
0.94
8000
0.93
12000
0.91
16000
0.9
20000
0.88
45000
0.75
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
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
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
Fluorescent T16 HO
0
0
1
0.125
2
0.133
3
0.142
4
0.15
5
0.158
6
0.167
7
0.175
8
0.183
9
0.191
10
0.199
11
0.206
12
0.214
13
0.222
14
0.229
15
0.237
16
0.244
17
0.252
18
0.259
19
0.266
20
0.274
21
0.281
22
0.288
23
0.295
24
0.303
25
0.31
26
0.317
27
0.325
28
0.332
29
0.339
30
0.347
31
0.354
32
0.361
33
0.369
34
0.374
35
0.384
36
0.391
37
0.399
38
0.406
39
0.414
40
0.422
41
0.429
42
0.437
43
0.445
44
0.452
45
0.46
46
0.468
47
0.483
48
0.483
49
0.491
50
0.499
51
0.507
52
0.515
53
0.523
54
0.531
55
0.539
56
0.547
57
0.555
58
0.564
59
0.572
60
0.58
61
0.588
62
0.597
63
0.605
64
0.614
65
0.622
66
0.631
67
0.64
68
0.648
69
0.657
70
0.666
71
0.674
72
0.683
73
0.692
74
0.701
75
0.71
76
0.719
77
0.728
78
0.737
79
0.747
80
0.756
81
0.766
82
0.775
83
0.785
84
0.795
85
0.806
86
0.806
87
0.827
88
0.838
89
0.85
90
0.861
91
0.874
92
0.886
93
0.899
94
0.913
95
0.927
96
0.941
97
0.955
98
0.97
99
0.985
100
1
T16 54W HO
0
0
1
0.145
2
0.152
3
0.159
4
0.166
5
0.173
6
0.18
7
0.187
8
0.195
9
0.202
10
0.21
11
0.217
12
0.225
13
0.231
14
0.238
15
0.244
16
0.251
17
0.258
18
0.264
19
0.271
20
0.278
21
0.285
22
0.292
23
0.299
24
0.306
25
0.313
26
0.32
27
0.327
28
0.335
29
0.342
30
0.35
31
0.357
32
0.365
33
0.373
34
0.381
35
0.389
36
0.396
37
0.404
38
0.412
39
0.419
40
0.427
41
0.434
42
0.442
43
0.449
44
0.456
45
0.465
46
0.473
47
0.482
48
0.49
49
0.499
50
0.506
51
0.513
52
0.52
53
0.527
54
0.534
55
0.543
56
0.552
57
0.562
58
0.571
59
0.58
60
0.589
61
0.598
62
0.606
63
0.615
64
0.624
65
0.633
66
0.641
67
0.65
68
0.658
69
0.667
70
0.676
71
0.685
72
0.693
73
0.702
74
0.711
75
0.721
76
0.731
77
0.741
78
0.751
79
0.762
80
0.772
81
0.782
82
0.793
83
0.803
84
0.815
85
0.827
86
0.84
87
0.852
88
0.863
89
0.874
90
0.885
91
0.896
92
0.907
93
0.918
94
0.929
95
0.94
96
0.952
97
0.964
98
0.976
99
0.988
100
1
EULUM
TLG_SW_I10301.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T13:25:31.6063693+01:00
rmx5DH464pK5FfxDJQEv8ToNi0E=cZTPXLXPDUM6BU8tQQweOV67ZnBTpVkjEG+u4fA1S20ehfM6ve26sEnqMMbcUjqosut5MKP6hDy3XH8MICOS4Wjl+tVescMxKqkT8hO1ZMoZnRNgvMLbk9AsQxAo2B2tzQJo+K5pEINB1hTmvdMbpNKgcz9nLIxjWcH8kD10AF97lMlxPjv5u6NQqNV+7ScgsvJTSxuZMoI2BSdOxPkA2eo5aq/fA0jy45YtbF9KtiSPikbiNcH3DIRUOlIo6noIq5vXkXxgWU/vpo4qU4lws9fJlo8e3/21XDXVw0M8M/cLS7piUpO/HJZZH7h4XoXM2LmlyBR8m3mLYpEREpz0kA==