CESAR3CIRC 1X70W 230/240V HIT/G12/L
96546666
5037319127901
96546666
A
true
False
false
false
3
5
Thorn
PNG
Logo_T.png
Thorn 96546666 CESAR3CIRC 1X70W 230/240V HIT/G12/L
10410
Outdoor Lighting
Pending deletion
Cesar
Cesar Size 3, downlight
ProductImage
true
JPG
TLG_CESA_F_3.jpg
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GIF
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BeamSymbol
true
DWG
SuperSpotBeam_Symbol.dwg
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CAD3D
true
DWG
TL_CESA_3_1.dwg
96546666
CESAR3CIRC 1X70W 230/240V HIT/G12/L
96546666
5037319127901
96546666
ProductImage
JPG
TLG_CESA_F_3.jpg
85
0.98
3098
6900
36
0.45
0.45
0
1
<16
<16
80
wall mounted
WALH_CUBE
CUBE
Rectangle
Wall
Y
Z
X
275
450
200
275
450
200
0
0
8.7
IP65
IP
IK08
IK
SC1
SC
CE
PZ
STD - standard
LDCImage_Polar
true
PNG
195257_21_Polar.png
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
LDCImage_Cartesian
true
PNG
195257_21_Cartesian.png
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
85
3098
1
VCYL
157
0
0
0
0
0
wall mounted
grey aluminium
Complete with lamp(s).
aluminium die casting alloy
nickel
85
13.1
0.98
230
240
50
-1
Magnetic
MAG
1
false
HIT-CE
MT/MTS
G12
70
HIT-CE 70W
6900
standard
Ceramic metal halide lamp
671
45
10
70
standard
9
3
OSRAM
HCI-T 70/WDL PB
18
0
OSRAM HCI-T 70/WDL PB
672
45
10
70
standard
9
3
OSRAM
HCI-T 70/WDL PB
18
0
OSRAM HCI-T 70/WDL PB
688
49
10
70
standard
9
3
OSRAM
HCI-T 70/NDL
18
0
OSRAM HCI-T 70/NDL
1424
199
10
70
standard
9
3
PHILIPS
CDM-T 70W/Elite
18
0
PHILIPS CDM-T 70W/Elite
1439
214
10
70
3000
9
3
PHILIPS
MasterColour CDM-T 70W/830 G12 1CT
18
0
PHILIPS MasterColour CDM-T 70W/830 G12 1CT
1441
216
10
70
4200
9
3
PHILIPS
MasterColour CDM-T 70W/942 G12 1CT
18
0
PHILIPS MasterColour CDM-T 70W/942 G12 1CT
1694
262
10
70
3000
9
3
PHILIPS
MasterColour CDM-T Elite 70W/930 G12 1CT
18
0
PHILIPS MasterColour CDM-T Elite 70W/930 G12 1CT
1695
263
10
70
4200
9
3
PHILIPS
MasterColour CDM-T Elite 70W/942 G12 1CT
18
0
PHILIPS MasterColour CDM-T Elite 70W/942 G12 1CT
0
1
100
1
500
0.99
1000
0.98
1500
0.965
2000
0.95
2500
0.935
3000
0.92
4000
0.89
5000
0.85
6000
0.82
7000
0.78
8000
0.74
9000
0.71
9500
0.69
10000
0.67
11000
0.63
12000
0.59
0
1
100
0.98
500
0.93
1000
0.89
1500
0.86
2000
0.84
2500
0.83
3000
0.82
4000
0.81
5000
0.8
6000
0.79
7000
0.78
8000
0.77
9000
0.763
9500
0.76
10000
0.76
11000
0.76
12000
0.75
0
1
100
1
500
1
1000
1
1500
0.995
2000
0.99
3000
0.98
4000
0.95
5000
0.92
6000
0.89
7000
0.84
8000
0.79
9000
0.72
0
1
100
0.99
500
0.96
1000
0.94
1500
0.92
2000
0.89
3000
0.86
4000
0.82
5000
0.78
6000
0.75
7000
0.72
8000
0.69
9000
0.66
0
1
100
1
500
1
1000
1
1500
1
2000
1
4000
1
6000
1
8000
0.98
10000
0.9
12000
0.5
0
1
100
1
500
0.99
1000
0.98
1500
0.96
2000
0.95
4000
0.91
6000
0.87
8000
0.85
10000
0.81
12000
0.8
0
1
1000
0.995
2000
0.99
3000
0.985
4000
0.98
5000
0.975
6000
0.97
7000
0.965
8000
0.96
9000
0.95
10000
0.9
11000
0.8
12000
0.5
0
1
1000
0.92
2000
0.85
3000
0.817
4000
0.783
5000
0.75
6000
0.72
7000
0.69
8000
0.66
9000
0.63
10000
0.6
11000
0.57
12000
0.54
0
1
1000
0.995
2000
0.99
3000
0.985
4000
0.98
5000
0.975
6000
0.97
7000
0.965
8000
0.96
9000
0.95
10000
0.9
11000
0.8
12000
0.5
0
1
1000
0.9
2000
0.85
3000
0.8
4000
0.75
5000
0.7
6000
0.67
7000
0.64
8000
0.61
9000
0.58
10000
0.55
11000
0.52
12000
0.49
0
1
1000
0.995
2000
0.99
3000
0.99
4000
0.99
5000
0.99
6000
0.98
7000
0.97
8000
0.955
9000
0.935
10000
0.91
11000
0.875
12000
0.8
0
1
1000
0.965
2000
0.94
3000
0.92
4000
0.9
5000
0.88
6000
0.87
7000
0.86
8000
0.85
9000
0.84
10000
0.83
11000
0.825
12000
0.82
0
1
1000
0.99
2000
0.98
3000
0.97
4000
0.96
5000
0.95
6000
0.94
7000
0.93
8000
0.92
9000
0.91
10000
0.9
11000
0.875
12000
0.8
13000
0.7
14000
0.6
15000
0.5
0
1
1000
0.96
2000
0.93
3000
0.91
4000
0.895
5000
0.88
6000
0.868
7000
0.856
8000
0.844
9000
0.832
10000
0.82
11000
0.815
12000
0.81
13000
0.805
14000
0.8
15000
0.795
Non-dimmable
0
0
1
1
2
1
3
1
4
1
5
1
6
1
7
1
8
1
9
1
10
1
11
1
12
1
13
1
14
1
15
1
16
1
17
1
18
1
19
1
20
1
21
1
22
1
23
1
24
1
25
1
26
1
27
1
28
1
29
1
30
1
31
1
32
1
33
1
34
1
35
1
36
1
37
1
38
1
39
1
40
1
41
1
42
1
43
1
44
1
45
1
46
1
47
1
48
1
49
1
50
1
51
1
52
1
53
1
54
1
55
1
56
1
57
1
58
1
59
1
60
1
61
1
62
1
63
1
64
1
65
1
66
1
67
1
68
1
69
1
70
1
71
1
72
1
73
1
74
1
75
1
76
1
77
1
78
1
79
1
80
1
81
1
82
1
83
1
84
1
85
1
86
1
87
1
88
1
89
1
90
1
91
1
92
1
93
1
94
1
95
1
96
1
97
1
98
1
99
1
100
1
EULUM
TLG_LA_CES37C.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T15:19:29.6753815+01:00
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