OP2 3800 840 CKIT+ MPT BC PIR Q600
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Thorn
PNG
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Thorn 92913362 OP2 3800 840 CKIT+ MPT BC PIR Q600
29722
L’éclairage intérieur
Les encastrés fonctionnels
Omega Pro 2
Omega Pro 2 avec module CKITplus, optique MPT, Micro-prismatique
ProductImage
true
JPG
TLG_OMP2_F_QMPTPIR_PDB.jpg
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GIF
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BeamSymbol
true
DWG
WideFloodBeam_Symbol.dwg
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92913362
OP2 3800 840 CKIT+ MPT BC PIR Q600
92913362
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92913362
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JPG
TLG_OMP2_F_QMPTPIR_PDB.jpg
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650
Filament
Ta=0°C_to_+35°C
PZx
STD - Standard
LDCImage_Polar
true
PNG
370036_21_Polar.png
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
LDCImage_Cartesian
true
PNG
370036_21_Cartesian.png
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
29.1
3800
1
CUBE
550
550
0
0
0
0
encastré
blanc (similaire à RAL9016)
Livré avec LED 4 000 K
borniers à poussoirs, 7 pôles, repiquage possible
tôle d'acier
polycarbonate (PC)
Équipé d’un détecteur de présence et d’une fonction de gradation liée à la lumière du jour, avec des esclaves possibles via bluetooth.
29.1
-1
0.2
0.97
220
240
50
60
Electronique
LED_DRV
Tridonic
LCA
1
true
BC graduable jusque 10%
10
100
LED L90 @ 50.000h
LED L90 @ 50.000h
29.1
OP2MMP-840 29.1W
3800
4000
LED
1815
309
219
29.1
standard
11
2
COMMON
LED L90 @ 50.000h
1
0,1,2,3,4
COMMON LED L90 @ 50.000h Electronic
2127
339
219
29.1
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_0043969.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T12:21:25.3278196+01:00
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