OPTUS IV D 2x49W HF WHI DSB
96207116
7319870426401
96207116
A
true
False
false
false
3
5
Thorn
PNG
Logo_T.png
Thorn 96207116 OPTUS IV D 2x49W HF WHI DSB
23234
Discontinued
Discontinued
Discontinued
0063
ProductImage
true
JPG
TLG_OPT4_F_2SURWHISB.jpg
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96207116
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171559_21_Polar.png
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LDCImage_Cartesian
true
PNG
171559_21_Cartesian.png
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
110.6
5616
1
CUBE
1460
80
0
0
0
0
surface mounted and suspended
white
Lamps to be ordered separately.
3 x
Aluminium
Aluminium
zinc - bright galvanised
Aluminium
satinbrite
matt
extruded
powder coated
die-cast
110.6
12.2
0.99
220
240
0.498
0.447
50
60
Electronic
HF
Tridonic
PC T5 TOP
1
A2
false
T16
FDH
G5
49
T16 49W
4300
standard
Tri-fluorescent lamp
221
3
35
49
standard
3
2
CIE 97 2005
Tri-fluorescent lamp (EB)
8
0
CIE 97 2005 Tri-fluorescent lamp
391
12
35
49
2700
3
2
OSRAM
FQ 49/827
8
0
OSRAM FQ 49/827
392
12
35
49
3000
3
2
OSRAM
FQ 49/830
8
0
OSRAM FQ 49/830
393
12
35
49
4000
3
2
OSRAM
FQ 49/840
8
0
OSRAM FQ 49/840
394
12
35
49
6500
3
2
OSRAM
FQ 49/865
8
0
OSRAM FQ 49/865
774
87
35
49
standard
3
2
PHILIPS
TL5 HO Xtra STD Driver
2
0
PHILIPS TL5 HO Xtra STD Driver
858
97
35
49
2700
3
2
AURA
T5 Supreme HO 49W
8
0
AURA T5 Supreme HO 49W
859
97
35
49
3000
3
2
AURA
T5 Supreme HO 49W
8
0
AURA T5 Supreme HO 49W
860
97
35
49
4000
3
2
AURA
T5 Supreme HO 49W
8
0
AURA T5 Supreme HO 49W
861
97
35
49
6500
3
2
AURA
T5 Supreme HO 49W
8
0
AURA T5 Supreme HO 49W
978
104
35
49
standard
3
2
PHILIPS
Master TL5 HO ActiViva Active 49W 1SL
8
0
PHILIPS Master TL5 HO ActiViva Active 49W 1SL
981
104
35
49
standard
3
2
PHILIPS
Master TL5 HO ActiViva Natural 49W 1SL
8
0
PHILIPS Master TL5 HO ActiViva Natural 49W 1SL
985
105
35
49
3000
3
2
PHILIPS
Master TL5 HO Secura 49W/830 UNP
8
0
PHILIPS Master TL5 HO Secura 49W/830 UNP
986
105
35
49
4000
3
2
PHILIPS
Master TL5 HO Secura 49W/840 UNP
8
0
PHILIPS Master TL5 HO Secura 49W/840 UNP
990
106
35
49
3000
3
2
PHILIPS
Master TL5 HO Xtra 49W/830 1SL
8
0
PHILIPS Master TL5 HO Xtra 49W/830 1SL
991
106
35
49
4000
3
2
PHILIPS
Master TL5 HO Xtra 49W/840 1SL
8
0
PHILIPS Master TL5 HO Xtra 49W/840 1SL
996
107
35
49
3000
3
2
PHILIPS
Master TL5 HO Top 49W/830 1SL
8
0
PHILIPS Master TL5 HO Top 49W/830 1SL
997
107
35
49
4000
3
2
PHILIPS
Master TL5 HO Top 49W/840 1SL
8
0
PHILIPS Master TL5 HO Top 49W/840 1SL
1005
108
35
49
4000
3
2
PHILIPS
Master TL5 HO 90 Deluxe 49W/940 1SL
8
0
PHILIPS Master TL5 HO 90 Deluxe 49W/940 1SL
1006
108
35
49
5000
3
2
PHILIPS
Master TL5 HO 90 Deluxe 49W/950 1SL
8
0
PHILIPS Master TL5 HO 90 Deluxe 49W/950 1SL
1007
108
35
49
6500
3
2
PHILIPS
Master TL5 HO 90 Deluxe 49W/965 1SL
8
0
PHILIPS Master TL5 HO 90 Deluxe 49W/965 1SL
1042
111
35
49
2700
3
2
PHILIPS
Master TL5 HO 49W/827 1SL
8
0
PHILIPS Master TL5 HO 49W/827 1SL
1043
111
35
49
3000
3
2
PHILIPS
Master TL5 HO 49W/830 1SL
8
0
PHILIPS Master TL5 HO 49W/830 1SL
1044
111
35
49
3000
3
2
PHILIPS
Master TL5 HO 49W/830 UNP
8
0
PHILIPS Master TL5 HO 49W/830 UNP
1045
111
35
49
4000
3
2
PHILIPS
Master TL5 HO 49W/840 1SL
8
0
PHILIPS Master TL5 HO 49W/840 1SL
1046
111
35
49
4000
3
2
PHILIPS
Master TL5 HO 49W/840 UNP
8
0
PHILIPS Master TL5 HO 49W/840 UNP
1047
111
35
49
6500
3
2
PHILIPS
Master TL5 HO 49W/865 1SL
8
0
PHILIPS Master TL5 HO 49W/865 1SL
1048
111
35
49
6500
3
2
PHILIPS
Master TL5 HO 49W/865 UNP
8
0
PHILIPS Master TL5 HO 49W/865 UNP
1494
229
35
49
standard
3
2
ZVEI 2005
Dreibanden-Leuchtstofflampe T16 49W
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
T16 49W HO
0
0
1
0.144
2
0.153
3
0.163
4
0.172
5
0.181
6
0.19
7
0.199
8
0.208
9
0.216
10
0.226
11
0.235
12
0.244
13
0.253
14
0.262
15
0.27
16
0.277
17
0.285
18
0.293
19
0.3
20
0.308
21
0.317
22
0.325
23
0.334
24
0.343
25
0.351
26
0.359
27
0.366
28
0.374
29
0.381
30
0.389
31
0.396
32
0.404
33
0.412
34
0.42
35
0.427
36
0.435
37
0.443
38
0.452
39
0.46
40
0.468
41
0.477
42
0.485
43
0.493
44
0.501
45
0.509
46
0.518
47
0.526
48
0.535
49
0.543
50
0.552
51
0.56
52
0.568
53
0.576
54
0.584
55
0.592
56
0.599
57
0.607
58
0.616
59
0.626
60
0.635
61
0.644
62
0.653
63
0.661
64
0.67
65
0.679
66
0.687
67
0.696
68
0.704
69
0.712
70
0.72
71
0.728
72
0.738
73
0.749
74
0.759
75
0.769
76
0.779
77
0.789
78
0.798
79
0.808
80
0.817
81
0.827
82
0.836
83
0.845
84
0.853
85
0.862
86
0.871
87
0.88
88
0.889
89
0.899
90
0.908
91
0.916
92
0.924
93
0.932
94
0.941
95
0.951
96
0.96
97
0.97
98
0.98
99
0.99
100
1
EULUM
TLG_SW_I10199.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T16:38:50.7301391+01:00
kMMydZpHLrTOXXbiOGRxZTvPbH8=jz/ooSJoqoWaRr/hdydLSQ2knB/doGPswUFO3RIqboE3p67prh/tRohoZyCgDmbiBwitIsiFlyhFAdisBdQ6LPoMplbwUCOqc3iDu0ZCMBwKSsFG9awAuWfMvGuRNUNdzJqCOiHNBrU/JJF1MqEjzDbJF5YILrI6JcKGewoREqVu7qWMGyRPc6K81dxfq86hvvKPLc8MFUAk7I4kQYjgrhQvuNb91/w+L9z/t+F3P91METn3Dzwp0slhgU0aZq/pLob3ubPToHM6FBtuoEjT9t0TUyiS+K2wCYVI1mh/Y/6lHlJ/022S69bpu3uEtGUNFIR8VXYfRFFWBbV3t0/A5A==