<PRISMA 2X49W OP
96004828
7319870216415
96004828
A
true
False
false
false
3
5
Thorn
PNG
Logo_T.png
Thorn 96004828 <PRISMA 2X49W OP
Prisma Opal
Indoor Lighting
Pending Deletion
Random
Opal
ProductImage
true
JPG
TLG_PRSM_F_01.jpg
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
DimensionalDrawing
true
GIF
TLG_PRSM_M_LD4.gif
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
96004828
<PRISMA 2X49W OP
96004828
7319870216415
96004828
ProductImage
JPG
TLG_PRSM_F_01.jpg
110.6
0.99
A2
5427
8600
49
0.63
0.56
0.07
0.89
<25
<22
80
surface mounted
SURF_CUBE
CUBE
Rectangle
Ceiling
Y
X
Z
1516
166
64
1516
166
64
0
0
3.1
Enclosed IP2X
STD - standard
LDCImage_Polar
true
PNG
77623_21_Polar.png
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
LDCImage_Cartesian
true
PNG
77623_21_Cartesian.png
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
110.6
5427
0.89
CUBE
1475
167
48
0
48
0
surface mounted
white painted galvanized steel sheet
white plastic
opal acrylic
Lamp to be ordered separately.
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_SW8448.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T16:45:48.1809071+01:00
WW+fGKrE7T49dVlzKqjYovEdKy8=BR+Df1ubzJtPFQnalq/yu9VLaP+MzhidPO6nWgXSavt56yBVgUn5XWqgeF9ix9YoZRz69jQjY8yy8Hu9UIfBGwd1b3jKQOp0D8AkJ4n851PKIQvlUQT62WN0oxrG7i/fR3jNlWk4ZBmQN9CsdZ+kGhmj3WKGPhjrgW5TnvWIG+yDI4971L+QoqtJt/29rbdOKbiaDJfq2tSZfMvtVoSBk2lDpdiG0htQ9MC9d3wWkKEjGNt3zikHzK4pMO2TcDBbTLs0iG1Y0EQyF3tJ61Fsgf2NYWBLCaA0YPDoNn5Jqgib12QM9RmrhmT/YjuzoKanJ7M9WT1hNpgEqfNLzUo02w==