<PRISMA 2X49W HFI CL
96209786
7319870469088
96209786
A
true
False
false
false
3
5
Thorn
PNG
Logo_T.png
Thorn 96209786 <PRISMA 2X49W HFI CL
Prisma Clear
Innenbeleuchtung
Pending Deletion
Random
Klar
ProductImage
true
JPG
TLG_PRSM_F_01.jpg
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218770_21_Polar.png
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
LDCImage_Cartesian
true
PNG
218770_21_Cartesian.png
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
106
6381
0.93
CUBE
1475
167
48
0
48
0
Anbau
Lampen sind separat zu bestellen.
106
8
0.2
0.98
220
240
0.49
50
60
Elektronisch
HFI*
Tridonic
PCA T5 ECO lp
1
A1 BAT
false
T16
FDH
G5
49
T16 49W
4300
standard
Dreibandenleuchtstofflampe
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_SW8447.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T14:55:03.0058958+01:00
GxT0wLCSK0OOpCR45c6jQeu4Uvs=VPVY+YuWqCoGQ98ampv9xDQAuB5HdEV4kc0JWIGUgZfhYNXtL04GQk5j8M3QqFWTmoa2Z6fEtIdBn6kb0MTMg5WVdA6DQVdH5br0eZ/HIC2z2orJtGAW2iuf2ovztMr8QAU5yALIY0v6VanPU7fKM4vhv3SdDReddLFI9BywXQQvOkWy+IAjpV/weHldJyrxDPBsMr9kkKJ7dHttS73ef8gM94rzt/D3AD5JfbXGuhZ0rlupJm0x5YkQijMzHbYEXRrL17L7lgbFLKKBMJhUGFi842Ya1woWrz+GZQhJlD57w7bgBowqmkv0BIR7iKe2Jg5LZ7iXrlTwqm2VkomK6A==