<LO 2x18w TC-DEL HF PC L AL WHI IP65 L84
96234218
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96234218
A
true
False
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false
3
5
Thorn
PNG
Logo_T.png
Thorn 96234218 <LO 2x18w TC-DEL HF PC L AL WHI IP65 L84
HAMP4781161
Indoor Lighting
Pending Deletion
Loire
Loire Luminaires
ProductImage
true
JPG
TLG_LOIR_F_RDW.jpg
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GIF
TLG_LOIR_M_LG.gif
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CAD2D
true
DWG
tlgsp_loire_lge_2d.dwg
96234218
<LO 2x18w TC-DEL HF PC L AL WHI IP65 L84
96234218
5037319029397
96234218
ProductImage
JPG
TLG_LOIR_F_RDW.jpg
38
0.97
A2
1104
2400
29
0.46
0.43
0.03
0.93
<22
<25
80
surface mounted
SURF_VCYL
VCYL
Circle
Ceiling
X
Y
Z
415
415
116
415
415
116
0
0
2.547
Dust-proof IP5X
STD - standard
LDCImage_Polar
true
PNG
152785_21_Polar.png
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
LDCImage_Cartesian
true
PNG
152785_21_Cartesian.png
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
38
1104
0.93
VCYL
340
0
35
35
35
35
surface mounted
opal
white
Complete with 840 lamp(s).
symmetric
Polycarbonate (PC)
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_R0031397.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T12:49:28.4975529+01:00
t25aekUeZg3swIPPjaNqz8yE5Xc=trGlIkJTOVjRS2J/g6YzO/Z68LS1PjuEfHtxWohqbni3H18iNpAjf8VkwmE9uODIhJyVgZeIYKytQqFUmkfTJSK/fe5A2TGYi8re56K5eImNdskSyNLmof1Ul6A1hI2FpBJx9LHfXYnH5twlFK+jPtbECrPN6pp8Sq5TlWA50hmHtJIzCkKFvczndWiXJJ0l95AWUOSEhxoFpLQOBtNiYlig1K9Tz+RtilLhfiUndTW2Ga6UtKEEbDWRT0S/4TG0ZZGnoFcMl4tMUbzSG5uWXEkRQVyJgn5bsfMqZwQI/t8Va5IJpgxPeIHLhEIdLxnaZAbRRmoySKAy3RAnvEqhNg==