OP2 3000-840 HX HFIX Q625
92919021
5037319804574
92919021
A
true
False
false
false
2
5
Thorn
PNG
Logo_T.png
Thorn 92919021 OP2 3000-840 HX HFIX Q625
29807
L’éclairage intérieur
Les encastrés fonctionnels
Omega Pro 2
Omega Pro 2, optique HX, Héxagonale
ProductImage
true
JPG
TLG_OMP2_F_QMPT_PDB.jpg
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GIF
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BeamSymbol
true
DWG
WideFloodBeam_Symbol.dwg
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Filament
Ta=0°C_to_+35°C
PZx
STD - Standard
LDCImage_Polar
true
PNG
380830_21_Polar.png
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
LDCImage_Cartesian
true
PNG
380830_21_Cartesian.png
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
22.3
3000
1
CUBE
550
550
0
0
0
0
encastré
blanc (similaire à RAL9016)
Livré avec LED 4 000 K
borniers à poussoirs, avec repiquage possible
tôle d'acier
polycarbonate (PC)
22.3
-1
0.15
0.97
220
240
50
60
Electronique
LED_DRV
Tridonic
LCA
1
true
Dali2Dim graduable jusque 10%
10
100
LED L90 @ 50.000h
LED L90 @ 50.000h
22.3
OP2LHX-840 22.3W
3000
4000
LED
1815
309
219
22.3
standard
11
2
COMMON
LED L90 @ 50.000h
1
0,1,2,3,4
COMMON LED L90 @ 50.000h Electronic
2127
339
219
22.3
standard
11
2
LITG
LED L90 @ 50.000h
1
0,1,2,3,4
LITG LED L90 @ 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
80000
1
0
1
1000
0.998
5000
0.99
10000
0.98
15000
0.97
20000
0.96
25000
0.95
30000
0.94
35000
0.93
40000
0.92
45000
0.91
50000
0.9
55000
0.89
60000
0.88
65000
0.87
70000
0.86
75000
0.85
80000
0.84
0
1
5000
1
10000
1
15000
1
20000
1
25000
1
30000
1
35000
1
40000
1
45000
1
50000
1
55000
0.989060278775369
60000
0.982161032358301
65000
0.961750709146367
70000
0.938943473689133
75000
0.920811437856805
0
1
5000
0.99
10000
0.98
15000
0.97
20000
0.96
25000
0.95
30000
0.94
35000
0.93
40000
0.92
45000
0.91
50000
0.9
55000
0.89
60000
0.88
65000
0.87
70000
0.86
75000
0.85
Linear
0
0
100
1
EULUM
TLG_SP_0043931.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T15:53:46.9889810+01:00
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