<CETUS 2x18W TC-DEL HF L840
96107210
4024318689012
96107210
D
true
False
false
false
3
5
Thorn
PNG
Logo_T.png
Thorn 96107210 <CETUS 2x18W TC-DEL HF L840
23231
Discontinued
Discontinued
Discontinued
0031
ProductImage
true
JPG
TLG_CTUS_F_P2.jpg
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
DimensionalDrawing
true
GIF
TLG_CTUS_M_LD1.gif
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
96107210
<CETUS 2x18W TC-DEL HF L840
96107210
4024318689012
96107210
ProductImage
JPG
TLG_CTUS_F_P2.jpg
38
0.98
A2
1301
2400
34
0.54
0.54
0
1
<22
<22
80
ceiling recessed
RECD_VCYL
VCYL
Circle
Ceiling
X
Y
Z
390
230
101
230
230
101
98
98
210
210
120
210
210
120
0.6
Enclosed IP2X
IP20
IP
IK02
IK
SC1
SC
SC2
SC
CE
PZ
STD - standard
LDCImage_Polar
true
PNG
150152_21_Polar.png
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
LDCImage_Cartesian
true
PNG
150152_21_Cartesian.png
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
38
1301
1
VCYL
190
0
0
0
0
0
ceiling recessed
white
black
Complete with 840 lamp(s).
Polycarbonate (PC)
plastic
satin
specular
vacuum-metallised
38
5
0.98
220
240
50
60
Electronic
HF
Vossloh-Schwabe
ELXc
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_LE_1120.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T15:28:08.7729793+01:00
wedBsQxYRFH/nmp4zx4lvUIz5yw=J+P/+woVhuXTAhJdFJapipENqNY44SMrlhHkuawlPgaAJBGKeu9z57Zcx+Js3ZxYWGWrS4fOoNLzYjkqo4Nkg+dG3ZwC41l1MUmxiOEmH2pgGAOpIThqsnWzGkhzDkX/ZHvk0B3ootxyy9zZp6+JafNbKI4GZswV66MOS2TorNR5eoODeXTUIBYT9vhrVAE61WEfL9Ck/CMeIWI+Qx18V/i+5vD1wQ7N82heGXoCqK61B4QwHeseMQL/VI25uPHfX+rIJ5++oKhrGtTD3UGRf0LS1Iua+tbnze4MxnGdcmyKBv0eaJ0TXvARedZaoHsNE2GCvrsmoC+oyC/4uojlhA==