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Thorn 96547416 TITUS INDUSTRY 1X49W TW L840
Titus Industry Luminaires
Indoor Lighting
Pending Deletion
Titus Industry
Titus Industry High frequency
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197477_62_Polar.png
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
LDCImage_Cartesian
true
PNG
197477_62_Cartesian.png
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197477_132_Polar.png
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
LDCImage_Cartesian
true
PNG
197477_132_Cartesian.png
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
54.1
3664
1
CUBE
1440
170
0
0
0
0
surface mounted and suspended
grey
satin
zinc - bright galvanised
coated
powder coated
54.1
4.8
0.98
220
240
50
60
Electronic
HFB
Tridonic
PC PRO Lp
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_SW8744_1.ldt
EULUM
TLG_SW8746_1.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T13:34:05.1334939+01:00
iR4x4Vi+U1iLQ/QDJ8plkSAFX5c=j0ZqgkUsLXRiecZmOA4nGfooHvwW/SEarZHkEV+N0OM6VfJlPdSwIbd+fWTuhHEbuUBSMg5IyNoz7RRcEvKuXyMDt4+R5+uegM+pcZNHZlRM8UUQXdXXQWTKWySXhh3fwaAr674CIcaemTrCBcrdYB28bezFE19nm3z7Dn4hVwLGW67ENnOGXL4u6nqoNnVbfEtm4MOKxHLfA5SeazUaAuBfmiSX8SuoHOc9ZIsv0rv95j2EvEiodIR5nt5DwgntXZUzKFuGux/Vl5AVTBp3S4d5pD8EvbXVp+wc25LrJOffTfSXjJ4DXXmUkErSefoxDYi/1j1Yjf9eKgBBm76EIA==