<QUATROT5+ FAST 1X28W T16 HFIS IS DMB L8
96241746
5037319204206
96241746
A
true
False
false
false
2
5
Thorn
PNG
Logo_T.png
Thorn 96241746 <QUATROT5+ FAST 1X28W T16 HFIS IS DMB L8
21655
Indoor Lighting
Pending Deletion
Quattro T5
Quattro T5+ Mirrorbrite louvre, LOR>0.9, integrated detector
ProductImage
true
JPG
TLG_QRT5_F_MB.jpg
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CAD2D
true
DWG
tlgsp_qtrt5_128_2d.dwg
96241746
<QUATROT5+ FAST 1X28W T16 HFIS IS DMB L8
96241746
5037319204206
96241746
ProductImage
JPG
TLG_QRT5_F_MB.jpg
30.5
0.2
0.95
A1 BAT
2418
2600
79
0.93
0.93
0
1
<16
<16
80
ceiling recessed
RECD_CUBE
CUBE
Rectangle
Ceiling
Y
X
Z
1197
297
58
1197
297
58
53
53
1195
300
58
3.9
Closed Top Reflector
IP20
IP
IK02
IK
SC1
SC
CE
PZ
RCM
PZ
EAC
PZ
GConReP
PICT
LConReP
PICT
850
Filament
Ta=25
PZx
STD - standard
LDCImage_Polar
true
PNG
242619_21_Polar.png
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
LDCImage_Cartesian
true
PNG
242619_21_Cartesian.png
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
30.5
2418
1
CUBE
1170
163
0
0
0
0
ceiling recessed
white
Complete with 840 lamp(s).
5 pole Isodom connector
satin
painted
Equipped with daylight and presence detection for dimming control.
30.5
2.5
0.2
0.95
220
240
0.14
50
60
Electronic
HFI*
Tridonic
PCA T5 ECO lp
0.98
A1 BAT
true
DALIDSI dimmable to 1%
1
100
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
0,1
CIE 97 2005 Tri-fluorescent lamp
371
11
35
28
2700
3
2
OSRAM
FH 28/827
11
0,1
OSRAM FH 28/827
372
11
35
28
3000
3
2
OSRAM
FH 28/830
11
0,1
OSRAM FH 28/830
373
11
35
28
4000
3
2
OSRAM
FH 28/840
11
0,1
OSRAM FH 28/840
374
11
35
28
6500
3
2
OSRAM
FH 28/865
11
0,1
OSRAM FH 28/865
844
97
35
28
2700
3
2
AURA
T5 Supreme HE 28W
11
0,1
AURA T5 Supreme HE 28W
845
97
35
28
3000
3
2
AURA
T5 Supreme HE 28W
11
0,1
AURA T5 Supreme HE 28W
846
97
35
28
4000
3
2
AURA
T5 Supreme HE 28W
11
0,1
AURA T5 Supreme HE 28W
847
97
35
28
6500
3
2
AURA
T5 Supreme HE 28W
11
0,1
AURA T5 Supreme HE 28W
973
103
35
28
3000
3
2
PHILIPS
Master TL5 HE Secura 28W/830 UNP
11
0,1
PHILIPS Master TL5 HE Secura 28W/830 UNP
974
103
35
28
4000
3
2
PHILIPS
Master TL5 HE Secura 28W/840 UNP
11
0,1
PHILIPS Master TL5 HE Secura 28W/840 UNP
1491
229
35
28
standard
3
2
ZVEI 2005
Dreibanden-Leuchtstofflampe T16 28W
11
0,1
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_SP_0041121.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T13:50:06.9700095+01:00
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