GLAC2 S LED2 1000-840 HFIX EC GY GL OP
96629703
5037319382201
96629703
A
true
False
false
false
2
5
Thorn
PNG
Logo_T.png
Thorn 96629703 GLAC2 S LED2 1000-840 HFIX EC GY GL OP
27480
Indoor Lighting
Surface and Suspended Luminaires
Glacier II
Glacier II, opal glass reflector
ProductImage
true
JPG
TLG_GLCL_F_S_GYGLOP.jpg
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BeamSymbol
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DWG
FloodBeam_Symbol.dwg
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CAD3D
true
DWG
TLG_Glacier2_OP_Ref.dwg
96629703
GLAC2 S LED2 1000-840 HFIX EC GY GL OP
96629703
5037319382201
96629703
ProductImage
JPG
TLG_GLCL_F_S_GYGLOP.jpg
8.5
0.96
1050
1050
124
1
0.8
0.2
0.8
<16
<16
80
3
Suspended
SUSP_VCON
VCONE
Circle
Ceiling
X
Y
Z
250
100
370
250
100
370
500
500
2.5
Closed Top Reflector
IP20
IP
SC1
SC
RCM
PZ
GLedReP
PICT
LLedNr
PICT
Ta=25
PZx
STD - standard
LDCImage_Polar
true
PNG
324803_21_Polar.png
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
LDCImage_Cartesian
true
PNG
324803_21_Cartesian.png
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
8.5
1050
0.8
VCYL
250
0
170
170
170
170
Suspended
grey
Complete with 4000K LED
5 x
glass
satin
opal
die-cast
8.5
-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
8.5
GLCL_GL_4K_S 8.5W
1050
4000
LED
1817
311
221
8.5
standard
11
2
COMMON
LED L80 @ 50.000h
1
0,1,2,3,4
COMMON LED L80 @ 50.000h Electronic
2145
357
221
8.5
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_0043116.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T14:57:11.9950181+01:00
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