GLAC2 L LED3 6000-830 BC EC BK PC PR
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Thorn 96632182 GLAC2 L LED3 6000-830 BC EC BK PC PR
29476
L’éclairage intérieur
Les plafonniers et suspensions fonctionnels
Glacier II
Glacier II, réflecteur en polycarbonate prismatique, basicDIM
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GIF
TLG_GLCR_M_LED.gif
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BeamSymbol
true
DWG
FloodBeam_Symbol.dwg
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CAD3D
true
DWG
TLG_Glacier2_PR_Ref.dwg
96632182
GLAC2 L LED3 6000-830 BC EC BK PC PR
96632182
5037319626213
96632182
ProductImage
JPG
TLG_GLCL_F_L_BKPCPR.jpg
45
0.2
0.96
5700
5700
127
1
0.99
0.01
0.99
<16
<16
80
3
Suspendu
SUSP_VCON
VCONE
Circle
Ceiling
X
Y
Z
340
140
485
340
140
485
500
500
5
Réflecteur fermé sur le haut
SEMKO
PZ
IP20
IP
SC1
SC
CE
PZ
GLedReP
PICT
LLedNr
PICT
Ta=25
PZx
STD - Standard
LDCImage_Polar
true
PNG
349295_21_Polar.png
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
LDCImage_Cartesian
true
PNG
349295_21_Cartesian.png
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
45
5700
0.99
VCYL
316
0
190
190
190
190
Suspendu
noir
Livré avec LED 3 000 K
5 P
aluminium
polycarbonate (PC)
satiné
prismatique
fonderie
45
-1
0.2
0.96
220
240
50
60
Electronique
HFI*
Tridonic
LCA
1
true
BC graduable jusque 1%
1
100
EC
-1
0
LED L80 @ 50.000h
LED L80 @ 50.000h
45
GLCL_PC_PR_3K_HOG7 45W
5700
3000
LED
1817
311
221
45
standard
11
2
COMMON
LED L80 @ 50.000h
1
0,1,2,3,4
COMMON LED L80 @ 50.000h Electronic
2145
357
221
45
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_0042944BC.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T12:24:40.2825526+01:00
ckHoL7nI0uql0Kz+1+gQ0Gqnlw0=j6/T6B7yuvYSSas/R1IPip6lhVupiJieY93Cr5kJw4nPTJWrdvoV9DThrcSaw/QR850qsaEYa6YgcIOo/jw26+/R4G8e4+qhruwgM8F5biE2BMyML1pazClCoB1GIiW+g3Q9XKn5iHmsXHiuXyQ3scoCWHCN42i7g0ZnXfyjvruWM4bveiZNxGgxxPXa4Qm8+Z7Ycium/tXC2MDvGl58tGiVS9FX8upWJtyxUc5tjypQVOA0wuFIz0UqdvV9A8y/LSLoKhcxIhOCmrr6eZx4DUaQjbhhSLpeK33FlfqRc8zF9JKiuu70rKSenLP72xnp1M2J1yP3K0gHLpYy+eODRQ==