OP2 3800-840 CKIT+ HX 3X12
92914008
5037319736004
92914008
A
true
False
false
false
2
5
Thorn
PNG
Logo_T.png
Thorn 92914008 OP2 3800-840 CKIT+ HX 3X12
29735
Inomhusbelysning
Infällda armaturer
Omega Pro 2
Omega Pro 2 CKITplus, HX-optik
ProductImage
true
JPG
TLG_OMP2_F_RHKIT_PDB.jpg
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GIF
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BeamSymbol
true
DWG
WideFloodBeam_Symbol.dwg
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650
Filament
Ta=0°C_to_+35°C
PZx
STD - standard
LDCImage_Polar
true
PNG
371050_21_Polar.png
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
LDCImage_Cartesian
true
PNG
371050_21_Cartesian.png
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
27.4
3800
1
CUBE
1150
255
0
0
0
0
infälld
vit (liknar RAL9016)
Levereras med 4000K LED
7-poliga insticksplintar, överkoppling möjlig
stålplåt
Polykarbonat (PC)
27.4
-1
0.2
0.97
220
240
50
60
Elektroniskt
LED_DRV
Tridonic
LCA
1
true
Dali2Dim reglerbar till 10%
10
100
LED L90 @ 50.000h
LED L90 @ 50.000h
27.4
OP2MHX-840 27.4W
3800
4000
LED
1815
309
219
27.4
standard
11
2
COMMON
LED L90 @ 50.000h
1
0,1,2,3,4
COMMON LED L90 @ 50.000h Electronic
2127
339
219
27.4
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_0044017.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T14:06:05.6055178+01:00
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