<CIMI 1x14W HF SLDP WHI L840
96547486
5037319136415
96547486
A
true
False
false
false
3
5
Thorn
PNG
Logo_T.png
Thorn 96547486 <CIMI 1x14W HF SLDP WHI L840
8852
Indoor Lighting
Pending Deletion
Cimi
PIR version
ProductImage
true
JPG
TLG_CIMI_F_PIR.jpg
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197547_21_Polar.png
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
LDCImage_Cartesian
true
PNG
197547_21_Cartesian.png
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
16
848
0.56
CUBE
656
75
50
50
50
50
Wall mounted
white
white
white
Complete with 840 lamp(s).
4 x
Aluminium
Polycarbonate (PC)
Aluminium
Aluminium
opal
extruded
die-cast
16
2
0.98
220
240
50
-1
Electronic
HF
Tridonic
PC T5 PRO LP
1
A2
false
T16
FDH
G5
14
T16 14W
1200
standard
Tri-fluorescent lamp
215
3
35
14
standard
3
2
CIE 97 2005
Tri-fluorescent lamp (EB)
12
0
CIE 97 2005 Tri-fluorescent lamp
363
11
35
14
2700
3
2
OSRAM
FH 14/827
12
0
OSRAM FH 14/827
364
11
35
14
3000
3
2
OSRAM
FH 14/830
12
0
OSRAM FH 14/830
365
11
35
14
4000
3
2
OSRAM
FH 14/840
12
0
OSRAM FH 14/840
366
11
35
14
6500
3
2
OSRAM
FH 14/865
12
0
OSRAM FH 14/865
836
97
35
14
2700
3
2
AURA
T5 Supreme HE 14W
12
0
AURA T5 Supreme HE 14W
837
97
35
14
3000
3
2
AURA
T5 Supreme HE 14W
12
0
AURA T5 Supreme HE 14W
838
97
35
14
4000
3
2
AURA
T5 Supreme HE 14W
12
0
AURA T5 Supreme HE 14W
839
97
35
14
6500
3
2
AURA
T5 Supreme HE 14W
12
0
AURA T5 Supreme HE 14W
969
103
35
14
3000
3
2
PHILIPS
Master TL5 HE Secura 14W/830 UNP
12
0
PHILIPS Master TL5 HE Secura 14W/830 UNP
970
103
35
14
4000
3
2
PHILIPS
Master TL5 HE Secura 14W/840 UNP
12
0
PHILIPS Master TL5 HE Secura 14W/840 UNP
1019
110
35
14
2700
3
2
PHILIPS
Master TL5 HE 14W/827 1SL
12
0
PHILIPS Master TL5 HE 14W/827 1SL
1020
110
35
14
2700
3
2
PHILIPS
Master TL5 HE 14W/827 UNP
12
0
PHILIPS Master TL5 HE 14W/827 UNP
1021
110
35
14
3000
3
2
PHILIPS
Master TL5 HE 14W/830 1SL
12
0
PHILIPS Master TL5 HE 14W/830 1SL
1022
110
35
14
3000
3
2
PHILIPS
Master TL5 HE 14W/830 UNP
12
0
PHILIPS Master TL5 HE 14W/830 UNP
1023
110
35
14
4000
3
2
PHILIPS
Master TL5 HE 14W/840 1SL
12
0
PHILIPS Master TL5 HE 14W/840 1SL
1024
110
35
14
4000
3
2
PHILIPS
Master TL5 HE 14W/840 UNP
12
0
PHILIPS Master TL5 HE 14W/840 UNP
1025
110
35
14
6500
3
2
PHILIPS
Master TL5 HE 14W/865 1SL
12
0
PHILIPS Master TL5 HE 14W/865 1SL
1026
110
35
14
6500
3
2
PHILIPS
Master TL5 HE 14W/865 UNP
12
0
PHILIPS Master TL5 HE 14W/865 UNP
1488
229
35
14
standard
3
2
ZVEI 2005
Dreibanden-Leuchtstofflampe T16 14W
12
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
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 14W HE
0
0
1
0.207
2
0.379
3
0.385
4
0.39
5
0.395
6
0.4
7
0.407
8
0.414
9
0.421
10
0.429
11
0.436
12
0.442
13
0.449
14
0.456
15
0.462
16
0.469
17
0.474
18
0.48
19
0.486
20
0.492
21
0.497
22
0.503
23
0.51
24
0.517
25
0.524
26
0.531
27
0.538
28
0.545
29
0.551
30
0.557
31
0.562
32
0.568
33
0.575
34
0.582
35
0.589
36
0.597
37
0.604
38
0.611
39
0.619
40
0.626
41
0.634
42
0.641
43
0.647
44
0.653
45
0.659
46
0.664
47
0.67
48
0.678
49
0.686
50
0.694
51
0.702
52
0.708
53
0.715
54
0.721
55
0.728
56
0.734
57
0.74
58
0.746
59
0.753
60
0.759
61
0.765
62
0.771
63
0.779
64
0.786
65
0.794
66
0.801
67
0.808
68
0.816
69
0.823
70
0.829
71
0.835
72
0.841
73
0.847
74
0.853
75
0.859
76
0.864
77
0.87
78
0.876
79
0.883
80
0.889
81
0.896
82
0.902
83
0.909
84
0.915
85
0.92
86
0.924
87
0.928
88
0.933
89
0.939
90
0.944
91
0.945
92
0.947
93
0.948
94
0.95
95
0.958
96
0.966
97
0.975
98
0.983
99
0.992
100
1
EULUM
TLG_SW_96203174.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T12:33:14.9121868+01:00
vxj+AujWuWgRWZx2o6nVgiU072A=BhdimnCocD8/sfiGiy+8/CTXBzcA+qn8TPZ6/xxPYQTUK8qviZttM9ln0ksPF7IU2grokzRTilh7Ssqwkp9GgrKKmW1d5M5ujL1tQkmq6SXWgCTll/63eWhJHELbimctJCuvzrmwv+q+SMpFAiGPO/nckvEoaH54OS/Fxvhg822I246pJVNKHCAzS8BuKhV1V5YdVmYgaxiIU8IfPH7fpV08x3Q2NQ/3TCq8ig1gEXoznUHiUnmisvNeSIwkjPSDcod8+C3IX/CRSHZBv/ex0J1wjpsw2V9mvcbdwoYt80sFv+tZNw7KVjgFHDDwXY4Z4Y9ruOwn5a0i32vQMGlpZw==