<PRISMA C 2X28W CL L840
96547470
5037319136255
96547470
A
true
False
false
false
3
5
Thorn
PNG
Logo_T.png
Thorn 96547470 <PRISMA C 2X28W CL L840
Prisma UK version
Indoor Lighting
Pending Deletion
Random
Prisma C
ProductImage
true
JPG
TLG_PRSM_F_01.jpg
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96547470
<PRISMA C 2X28W CL L840
96547470
5037319136255
96547470
ProductImage
JPG
TLG_PRSM_F_01.jpg
61
0.96
A2
4280
5200
70
0.82
0.76
0.06
0.92
<25
<19
80
surface mounted
SURF_CUBE
CUBE
Rectangle
Ceiling
Y
X
Z
1216
166
64
1216
166
64
0
0
3
Enclosed IP2X
IP44
IP
D
PZx
SC1
SC
CE
PZ
650
Filament
STD - standard
LDCImage_Polar
true
PNG
197531_21_Polar.png
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
LDCImage_Cartesian
true
PNG
197531_21_Cartesian.png
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
61
4280
0.92
CUBE
1175
167
48
0
48
0
surface mounted
white painted galvanized steel sheet
white plastic
prismatic acrylic
Complete with 840 lamp(s).
61
5
0.96
220
240
50
60
Electronic
HF
Tridonic
PC T5 PRO LP
1
A2
false
T16
FDH
G5
28
T16 28W
2600
standard
Tri-fluorescent lamp
218
3
35
28
standard
3
2
CIE 97 2005
Tri-fluorescent lamp (EB)
11
0
CIE 97 2005 Tri-fluorescent lamp
371
11
35
28
2700
3
2
OSRAM
FH 28/827
11
0
OSRAM FH 28/827
372
11
35
28
3000
3
2
OSRAM
FH 28/830
11
0
OSRAM FH 28/830
373
11
35
28
4000
3
2
OSRAM
FH 28/840
11
0
OSRAM FH 28/840
374
11
35
28
6500
3
2
OSRAM
FH 28/865
11
0
OSRAM FH 28/865
844
97
35
28
2700
3
2
AURA
T5 Supreme HE 28W
11
0
AURA T5 Supreme HE 28W
845
97
35
28
3000
3
2
AURA
T5 Supreme HE 28W
11
0
AURA T5 Supreme HE 28W
846
97
35
28
4000
3
2
AURA
T5 Supreme HE 28W
11
0
AURA T5 Supreme HE 28W
847
97
35
28
6500
3
2
AURA
T5 Supreme HE 28W
11
0
AURA T5 Supreme HE 28W
973
103
35
28
3000
3
2
PHILIPS
Master TL5 HE Secura 28W/830 UNP
11
0
PHILIPS Master TL5 HE Secura 28W/830 UNP
974
103
35
28
4000
3
2
PHILIPS
Master TL5 HE Secura 28W/840 UNP
11
0
PHILIPS Master TL5 HE Secura 28W/840 UNP
1491
229
35
28
standard
3
2
ZVEI 2005
Dreibanden-Leuchtstofflampe T16 28W
11
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
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
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
T16 28W HE
0
0
1
0.203
2
0.215
3
0.227
4
0.239
5
0.25
6
0.261
7
0.272
8
0.284
9
0.295
10
0.304
11
0.313
12
0.322
13
0.331
14
0.34
15
0.349
16
0.357
17
0.365
18
0.374
19
0.382
20
0.389
21
0.395
22
0.402
23
0.408
24
0.415
25
0.422
26
0.43
27
0.438
28
0.446
29
0.454
30
0.461
31
0.468
32
0.474
33
0.481
34
0.488
35
0.495
36
0.502
37
0.509
38
0.517
39
0.524
40
0.532
41
0.539
42
0.547
43
0.554
44
0.561
45
0.569
46
0.575
47
0.582
48
0.588
49
0.595
50
0.601
51
0.608
52
0.615
53
0.622
54
0.629
55
0.636
56
0.643
57
0.65
58
0.658
59
0.667
60
0.675
61
0.683
62
0.692
63
0.699
64
0.706
65
0.714
66
0.721
67
0.728
68
0.737
69
0.746
70
0.755
71
0.763
72
0.771
73
0.779
74
0.786
75
0.794
76
0.802
77
0.81
78
0.818
79
0.827
80
0.835
81
0.844
82
0.852
83
0.86
84
0.868
85
0.876
86
0.883
87
0.889
88
0.895
89
0.901
90
0.907
91
0.916
92
0.925
93
0.934
94
0.943
95
0.952
96
0.962
97
0.971
98
0.981
99
0.99
100
1
EULUM
TLG_SW7894.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T14:27:41.4736837+01:00
4JdvHfS2jAQi9YwviT8tU49Pu/Q=YPgOqHIrvFdWpXgdmIcwaTfJEVdPuLKMMEUAJiEFBtr7K0bai9WcEYqVoiaWmOkVL5N2g8PVL1iSp3UbUb2OrBrzR2painUcZLYp08jIGGsyrbpSPkUt7V/B5KSCRjbYThffM78xYihg1yK7MUOoNSH7F0TUcj4SVWgLrg5Ykr/ulr8r88T6smbYE1jT6PryxeEamfd82Us51vukC5P+7CXV2+fQokqR2fCDST0QnAlrhJCVkcyBKDKHAvK8TuY26lrjOqa/elkJvYGIzlU7n++2bWy9cUgRK5QRv/fH26lVUW8P7NzJyEKF7TDwZKyIkeTrdSlfQNLjk3Id1SpaOw==