<POPPACK LED6500-840 HF L1800
96242249
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96242249
A
true
False
false
false
3
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Thorn
PNG
Logo_T.png
Thorn 96242249 <POPPACK LED6500-840 HF L1800
29389
L’éclairage intérieur
Les réglettes et lignes continues
PopPack LED
To Delete
ProductImage
true
JPG
TLG_POPR_F_LEDPDB.jpg
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
DimensionalDrawing
true
GIF
TLG_POPR_M_LED.gif
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96242249
<POPPACK LED6500-840 HF L1800
96242249
5037319255758
96242249
ProductImage
JPG
TLG_POPR_F_LEDPDB.jpg
60
0.95
6550
6550
109
1
0.83
0.17
0.83
<28
<25
80
3
plafonnier
SURF_CUBE
CUBE
Rectangle
Ceiling
Y
X
Z
1728
60
74
1728
60
74
0
0
1.8
Fermé IP2X
IP20
IP
IK03
IK
SC1
SC
CE
PZ
650
Filament
Ta= -20 to +25
PZx
STD - Standard
LDCImage_Polar
true
PNG
274142_21_Polar.png
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
LDCImage_Cartesian
true
PNG
274142_21_Cartesian.png
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
60
6550
0.83
CUBE
1720
35
29
29
29
29
plafonnier
blanc
opale
blanc
Livré avec LED 4 000 K
3 P
satiné
acrylique
polycarbonate (PC)
texturé
moulé
revêtu
moulé par injection
6500lm
60
-1
0.95
220
240
50
60
Electronique
HF_
Tridonic
LCI
1
false
LED L70 @ 50.000h
LED L70 @ 50.000h
60
LED_POPR_6550 60W
6550
4000
LED
1819
313
223
60
standard
11
2
COMMON
LED L70 @ 50.000h
1
0,1,2,3,4
COMMON LED L70 @ 50.000h Electronic
2162
375
223
60
standard
11
2
LITG
LED L70 @ 50.000h
1
0,1,2,3,4
LITG LED L70 @ 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
0.994
5000
0.97
10000
0.94
15000
0.91
20000
0.88
25000
0.85
30000
0.82
35000
0.79
40000
0.76
45000
0.73
50000
0.7
55000
0.67
60000
0.64
65000
0.61
70000
0.58
75000
0.55
0
1
5000
1
10000
1
15000
1
20000
1
25000
1
30000
1
35000
0.993024442933235
40000
0.984127320055285
45000
0.973361241524337
50000
0.960789439152323
55000
0.946485147953484
60000
0.930530895811206
65000
0.901225297421205
70000
0.869358235398806
75000
0.841558288811773
0
1
5000
0.97
10000
0.94
15000
0.91
20000
0.88
25000
0.85
30000
0.82
35000
0.79
40000
0.76
45000
0.73
50000
0.7
55000
0.67
60000
0.64
65000
0.61
70000
0.58
75000
0.55
Linear
0
0
100
1
EULUM
TLG_SP_0042841.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T16:55:26.5119404+01:00
QFOEGi+c3uHL9KD/96UpqdttMAw=lA5mvxdT3eegfbTmELqcAU3+spx+v3IaU6IwjRea05p0hXx/eDnoUmGydbLogTLqW0Dgn8ZE3Jzk13Tnki/+aaSgnOhVWcBSLj1Nh1QY2W93coDWo6t2p4KigPr2qWIwamTmcbMZvQlwjq9uyn8xOo8BMAQ3Fn+24XbMGVD3Y7LMnv+V9jMYf3eswJvCw6N6C92RVFIiT6TOY1KMiOPd4mY7gKHlIo27KFBRMmFDeDnwYJ0tuQUQWNo2XDfE81HWV7Bc8+2yAV3QWImCUz+FwSh+BmrBJnTBC+bjxxh7J/OPACjsreDn/O4YQBGIkphJWLtRNfJ4P+q0tJ24aGKOCQ==