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CAD2D
true
DWG
tlgsp_loire_sm_2d.dwg
96226780
<LO GRIL 2x9w TC-SEL HF PC S WHI IP65
96226780
5018843356319
96226780
ProductImage
JPG
TLG_LOIR_F_GRLG.jpg
18.5
0.6
A2
336
1200
18
0.28
0.25
0.03
0.88
<22
<25
80
surface mounted
SURF_VCYL
VCYL
Circle
Ceiling
X
Y
Z
285
285
116
285
285
116
0
0
1
Dust-proof IP5X
IP65
IP
IK07
IK
SC1
SC
CE
PZ
RCM
PZ
EAC
PZ
960
Filament
SF_4
PZx
Ta=25
PZx
STD - standard
LDCImage_Polar
true
PNG
90240_21_Polar.png
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LDCImage_Cartesian
true
PNG
90240_21_Cartesian.png
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
18.5
336
0.88
VCYL
180
0
35
35
35
35
surface mounted
opal
white
disymmetric
Polycarbonate (PC)
18.5
2.5
0.6
220
240
50
60
Electronic
HF
Philips
HF-M Red
1
A2
false
TC-SEL
FSD
2G7
9
TC-SEL 9W
600
standard
Compact fluorescent lamp
328
6
56
9
standard
4
2
CIE 97 2005
Compact fluorescent lamp (EB)
14
0
CIE 97 2005 Compact fluorescent lamp
471
18
56
9
2700
4
2
OSRAM
DULUX S/E 9W/827
14
0
OSRAM DULUX S/E 9W/827
472
18
56
9
3000
4
2
OSRAM
DULUX S/E 9W/830
14
0
OSRAM DULUX S/E 9W/830
473
18
56
9
4000
4
2
OSRAM
DULUX S/E 9W/840
14
0
OSRAM DULUX S/E 9W/840
1238
159
56
9
2700
4
2
PHILIPS
Master PL-S 9W/827/4P 1CT
14
0
PHILIPS Master PL-S 9W/827/4P 1CT
1239
159
56
9
3000
4
2
PHILIPS
Master PL-S 9W/830/4P 1CT
14
0
PHILIPS Master PL-S 9W/830/4P 1CT
1240
159
56
9
4000
4
2
PHILIPS
Master PL-S 9W/840/4P 1CT
14
0
PHILIPS Master PL-S 9W/840/4P 1CT
1508
231
56
9
standard
4
2
ZVEI 2005
Kompaktleuchtstofflampe TC-EL/TC-TEL 9W
14
0
ZVEI 2005 Compact fluorescent lamp
0
1
100
1
500
0.99
1000
0.99
2000
0.98
4000
0.97
6000
0.94
8000
0.86
10000
0.5
0
1
100
1
500
0.98
1000
0.97
2000
0.94
4000
0.91
6000
0.89
8000
0.87
10000
0.85
0
1
100
1
1000
0.99
2000
0.99
3000
0.99
4000
0.98
5000
0.98
6000
0.98
7000
0.97
8000
0.94
8500
0.91
9000
0.84
9500
0.72
10000
0.5
0
1
100
1
1000
0.97
2000
0.92
3000
0.9
4000
0.88
5000
0.86
6000
0.85
7000
0.84
8000
0.83
8500
0.83
9000
0.83
9500
0.825
10000
0.82
0
1
2000
0.99
4000
0.98
6000
0.97
8000
0.92
12000
0.66
13000
0.5
0
1
2000
0.95
4000
0.92
6000
0.9
8000
0.88
12000
0.86
13000
0.85
0
1
100
1
500
1
1000
0.99
1500
0.99
2000
0.99
4000
0.98
6000
0.97
8000
0.93
10000
0.76
12000
0.55
0
1
100
1
500
0.98
1000
0.96
1500
0.94
2000
0.93
4000
0.87
6000
0.84
8000
0.82
10000
0.8
12000
0.79
TC-SEL 11W
0
0
1
0.139
2
0.212
3
0.285
4
0.359
5
0.362
6
0.366
7
0.369
8
0.376
9
0.383
10
0.39
11
0.396
12
0.403
13
0.41
14
0.417
15
0.424
16
0.429
17
0.434
18
0.44
19
0.445
20
0.451
21
0.456
22
0.461
23
0.47
24
0.479
25
0.488
26
0.496
27
0.505
28
0.514
29
0.522
30
0.526
31
0.53
32
0.534
33
0.538
34
0.541
35
0.545
36
0.549
37
0.556
38
0.564
39
0.571
40
0.578
41
0.586
42
0.593
43
0.6
44
0.608
45
0.615
46
0.622
47
0.629
48
0.636
49
0.642
50
0.649
51
0.655
52
0.662
53
0.667
54
0.672
55
0.677
56
0.683
57
0.69
58
0.697
59
0.705
60
0.712
61
0.719
62
0.726
63
0.732
64
0.738
65
0.744
66
0.752
67
0.759
68
0.767
69
0.774
70
0.781
71
0.788
72
0.795
73
0.802
74
0.809
75
0.816
76
0.823
77
0.83
78
0.837
79
0.843
80
0.85
81
0.856
82
0.862
83
0.868
84
0.874
85
0.88
86
0.885
87
0.894
88
0.902
89
0.91
90
0.918
91
0.923
92
0.927
93
0.932
94
0.937
95
0.942
96
0.947
97
0.958
98
0.97
99
0.985
100
1
EULUM
TLG_SP_R0031425.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T12:12:42.2627848+01:00
QxnH+s+YJO1DYIuJusy8R5L4hzg=MGPbO5/iTDCxSoldrq5ckfOgCLQ2oeborkkI0BeTPzdPEYMkhwR0jPlmtFwZCROZgI1KKK0bVv1nT2tLqGNaws66M1yH2GoMyygMrwvIgxInUGVJljpL98riNsqGMzWxYZ7fC/ZebEkkoP1fz5U7VYRua8jatpvZDx8Tqe5+hUg0M9jXdlWW3BmQS0vfB/e45TGTCvZ0l3fB5ydJtde7Q5YQVecDSlG5+UyqYOQeLOziBLanhrSobh4PM55QT/QqWDAk1q0q8IIapNSb2EcuvrVB1NHp+fd4T1DdH3E4JOdUyOEhO7I89bocILfxs78uYOx35AEc9pC/TaSjSsumbw==