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CAD2D
true
DWG
tlgsp_danub_lge_sq_2d.dwg
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ProductImage
JPG
TLG_Blank.jpg
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0.97
A2
838
2400
22
0.35
0.2
0.15
0.56
<25
<19
80
surface mounted
SURF_CUBE
CUBE
Rectangle
Ceiling
Y
X
Z
411
81
411
411
81
411
0
0
2.486
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
152456_21_Polar.png
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
LDCImage_Cartesian
true
PNG
152456_21_Cartesian.png
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
38
838
0.56
CUBE
303
26
227
227
227
227
surface mounted
opal
black
asymmetrical
Polycarbonate (PC)
square
38
5
0.97
220
240
50
60
Electronic
HF
Tridonic
PC TCD PRO
1
A2
false
TC-DEL
FSQH
G24q-2
18
TC-DEL 18W
1200
standard
Compact fluorescent lamp
289
6
49
18
standard
4
2
CIE 97 2005
Compact fluorescent lamp (EB)
17
0
CIE 97 2005 Compact fluorescent lamp
506
21
49
18
2700
4
2
OSRAM
DULUX D/E 18W/827
17
0
OSRAM DULUX D/E 18W/827
507
21
49
18
3000
4
2
OSRAM
DULUX D/E 18W/830
17
0
OSRAM DULUX D/E 18W/830
508
21
49
18
4000
4
2
OSRAM
DULUX D/E 18W/840
17
0
OSRAM DULUX D/E 18W/840
910
99
49
18
2700
4
2
AURA
Unique-D/E 18W
17
0
AURA Unique-D/E 18W
911
99
49
18
3000
4
2
AURA
Unique-D/E 18W
17
0
AURA Unique-D/E 18W
912
99
49
18
4000
4
2
AURA
Unique-D/E 18W
17
0
AURA Unique-D/E 18W
1257
163
49
18
3000
4
2
PHILIPS
Master PL-C Xtra 18W/830/4P 1CT
16
0
PHILIPS Master PL-C Xtra 18W/830/4P 1CT
1258
163
49
18
4000
4
2
PHILIPS
Master PL-C Xtra 18W/840/4P 1CT
16
0
PHILIPS Master PL-C Xtra 18W/840/4P 1CT
1267
164
49
18
2700
4
2
PHILIPS
Master PL-C 18W/827/4P 1CT
16
0
PHILIPS Master PL-C 18W/827/4P 1CT
1268
164
49
18
3000
4
2
PHILIPS
Master PL-C 18W/830/4P 1CT
16
0
PHILIPS Master PL-C 18W/830/4P 1CT
1269
164
49
18
4000
4
2
PHILIPS
Master PL-C 18W/840/4P 1CT
16
0
PHILIPS Master PL-C 18W/840/4P 1CT
1518
232
49
18
standard
4
2
ZVEI 2005
Kompaktleuchtstofflampe TC-DEL 18W
16
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
100
1
2000
1
4000
1
8000
1
10000
1
12000
0.99
16000
0.97
20000
0.95
24000
0.9
0
1
100
1
2000
0.98
4000
0.95
8000
0.92
10000
0.9
12000
0.88
16000
0.87
20000
0.86
24000
0.85
0
1
2000
0.99
4000
0.98
6000
0.97
8000
0.96
12000
0.95
16000
0.94
20000
0.9
33000
0.5
0
1
2000
0.92
4000
0.88
6000
0.86
8000
0.84
12000
0.81
16000
0.79
20000
0.78
33000
0.75
0
1
2000
0.99
4000
0.98
6000
0.97
8000
0.9
12000
0.6
13000
0.5
0
1
2000
0.92
4000
0.88
6000
0.86
8000
0.84
12000
0.81
13000
0.8
0
1
100
1
500
1
1000
1
1500
0.99
2000
0.99
4000
0.98
6000
0.97
8000
0.96
10000
0.91
12000
0.8
14000
0.6
0
1
100
1
500
0.98
1000
0.96
1500
0.94
2000
0.92
4000
0.87
6000
0.85
8000
0.82
10000
0.8
12000
0.79
14000
0.78
TC-DEL 26W
0
0
1
0.096
2
0.156
3
0.216
4
0.276
5
0.283
6
0.291
7
0.298
8
0.306
9
0.313
10
0.321
11
0.328
12
0.335
13
0.342
14
0.35
15
0.357
16
0.364
17
0.372
18
0.378
19
0.385
20
0.391
21
0.398
22
0.404
23
0.411
24
0.417
25
0.424
26
0.431
27
0.437
28
0.443
29
0.45
30
0.456
31
0.463
32
0.469
33
0.476
34
0.482
35
0.488
36
0.494
37
0.5
38
0.506
39
0.512
40
0.518
41
0.524
42
0.53
43
0.536
44
0.543
45
0.55
46
0.557
47
0.564
48
0.571
49
0.578
50
0.584
51
0.589
52
0.595
53
0.601
54
0.607
55
0.613
56
0.619
57
0.626
58
0.633
59
0.64
60
0.648
61
0.655
62
0.662
63
0.67
64
0.677
65
0.685
66
0.692
67
0.7
68
0.707
69
0.714
70
0.721
71
0.728
72
0.735
73
0.741
74
0.748
75
0.754
76
0.763
77
0.772
78
0.78
79
0.789
80
0.796
81
0.803
82
0.81
83
0.817
84
0.828
85
0.838
86
0.848
87
0.858
88
0.867
89
0.878
90
0.889
91
0.9
92
0.911
93
0.921
94
0.931
95
0.94
96
0.953
97
0.966
98
0.978
99
0.989
100
1
TC-DEL 18W
0
0
1
0.11
2
0.175
3
0.24
4
0.305
5
0.311
6
0.317
7
0.323
8
0.329
9
0.336
10
0.344
11
0.351
12
0.359
13
0.366
14
0.374
15
0.381
16
0.387
17
0.393
18
0.399
19
0.405
20
0.411
21
0.417
22
0.423
23
0.428
24
0.435
25
0.443
26
0.45
27
0.457
28
0.464
29
0.471
30
0.478
31
0.484
32
0.491
33
0.498
34
0.504
35
0.511
36
0.518
37
0.525
38
0.531
39
0.538
40
0.545
41
0.552
42
0.558
43
0.565
44
0.572
45
0.578
46
0.585
47
0.591
48
0.598
49
0.605
50
0.612
51
0.619
52
0.626
53
0.634
54
0.641
55
0.648
56
0.656
57
0.663
58
0.67
59
0.677
60
0.684
61
0.691
62
0.698
63
0.704
64
0.71
65
0.716
66
0.722
67
0.728
68
0.736
69
0.744
70
0.751
71
0.759
72
0.766
73
0.773
74
0.779
75
0.786
76
0.794
77
0.801
78
0.808
79
0.819
80
0.829
81
0.839
82
0.847
83
0.855
84
0.864
85
0.872
86
0.881
87
0.89
88
0.899
89
0.909
90
0.919
91
0.929
92
0.938
93
0.947
94
0.957
95
0.964
96
0.971
97
0.978
98
0.986
99
0.993
100
1
EULUM
TLG_SP_R0031771.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T13:38:26.0647885+01:00
mRSJxYACmlp+WXizBK9jOAGQzb0=lr+No6otbwnZDH160VLbiUkFJl/xFwBuyScOszn6lTHXtFcLbpcV7HhCpdFpyiTbCObkppIPXo8mp+DWp+vO4LCeUeph2mWdAMBPYiRCa5rtGSQevd0VcnHLyb9noDvamNTEYGbJhB19uVTCeOPNPCPgRddHtP2+ggBwy5gAhVP+MDpwxFlKW3TMX7UKNm/k1N7adPT8mmVvKavujY7IMbaDuPSUepiz3IkH6eI05PIVnn/PINxf8ZUMjOpn6Kmlam/7NM2T2UL50gQc1gNoJmYvHSJJ/wRkXOnfc0n6fRaMqy+R1umLIURxS/kguLr3Lk89SgCM+bOCc+CME2Cxtw==