<GLAC2 L LED2 5500-830 HFIX EC GY PC PR
96629043
9008709975743
96629043
A
true
False
false
false
3
5
Thorn
PNG
Logo_T.png
Thorn 96629043 <GLAC2 L LED2 5500-830 HFIX EC GY PC PR
28402
Indoor Lighting
Pending Deletion
Glacier II
Glacier II To delete
ProductImage
true
JPG
TLG_GLCL_F_L_GYPCPR.jpg
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GIF
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CAD3D
true
DWG
TLG_Glacier2_PR_Ref.dwg
96629043
<GLAC2 L LED2 5500-830 HFIX EC GY PC PR
96629043
9008709975743
96629043
ProductImage
JPG
TLG_GLCL_F_L_GYPCPR.jpg
45.5
0.96
5150
5150
113
1
0.99
0.01
0.99
<16
<16
80
3
Suspended
SUSP_VCON
VCONE
Circle
Ceiling
X
Y
Z
340
140
485
340
140
485
500
500
5
Closed Top Reflector
STD - standard
LDCImage_Polar
true
PNG
318940_21_Polar.png
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
LDCImage_Cartesian
true
PNG
318940_21_Cartesian.png
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
45.5
5150
0.99
VCYL
316
0
190
190
190
190
Suspended
grey
Complete with 3000K LED
5 x
Aluminium
Polycarbonate (PC)
satin
prismatic
die-cast
45.5
-1
0.96
220
240
50
60
Electronic
Tridonic
LCA
1
true
DA2 dimmable to 1%
1
100
EC
-1
0
LED L80 @ 50.000h
LED L80 @ 50.000h
45.5
GLCL_PC_PR_3K_HO 45.5W
5150
3000
LED
1817
311
221
45.5
standard
11
2
COMMON
LED L80 @ 50.000h
1
0,1,2,3,4
COMMON LED L80 @ 50.000h Electronic
2145
357
221
45.5
standard
11
2
LITG
LED L80 @ 50.000h
1
0,1,2,3,4
LITG LED L80 @ 50.000h Electronic
0
1
1000
1
5000
1
10000
1
15000
1
20000
1
25000
1
30000
1
35000
1
40000
1
45000
1
50000
1
55000
1
60000
1
65000
1
70000
1
75000
1
0
1
1000
0.996
5000
0.98
10000
0.96
15000
0.94
20000
0.92
25000
0.9
30000
0.88
35000
0.86
40000
0.84
45000
0.82
50000
0.8
55000
0.78
60000
0.76
65000
0.74
70000
0.72
75000
0.7
0
1
5000
1
10000
1
15000
1
20000
1
25000
1
30000
1
35000
1
40000
1
45000
1
50000
1
55000
0.97824023505121
60000
0.958869780572485
65000
0.937067463377403
70000
0.919431256095125
75000
0.900324522586266
0
1
5000
0.98
10000
0.96
15000
0.94
20000
0.92
25000
0.9
30000
0.88
35000
0.86
40000
0.84
45000
0.82
50000
0.8
55000
0.78
60000
0.76
65000
0.74
70000
0.72
75000
0.7
Linear
0
0
100
1
EULUM
TLG_SP_0042944.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T14:10:50.0266551+01:00
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