BETA OFFICE LED4000-840 HF Q597
96628244
9008709867031
E7077565
A
true
False
false
false
3
5
Thorn
PNG
Logo_T.png
Thorn 96628244 BETA OFFICE LED4000-840 HF Q597
25056
Indoor Lighting
Pending Deletion
Beta
Beta Office 600x600
ProductImage
true
JPG
TLG_BETA_F_PDB.jpg
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96628244
BETA OFFICE LED4000-840 HF Q597
96628244
9008709867031
E7077565
ProductImage
JPG
TLG_BETA_F_PDB.jpg
38.3
4131
4127
108
1
1
0
1
<19
<19
80
3
ceiling recessed
RECD_CUBE
CUBE
Rectangle
Ceiling
Y
X
Z
597
597
9
597
597
9
8
6
600
600
4
4.1
Enclosed IP2X
IP20_IP40
IP
IK03
IK
SC2
SC
CE
PZ
650
Filament
Ta=25
PZx
STD - standard
LDCImage_Polar
true
PNG
299126_21_Polar.png
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LDCImage_Cartesian
true
PNG
299126_21_Cartesian.png
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
38.3
4131
1
(keine)
527
527
0
0
0
0
ceiling recessed
white (RAL 9016)
Complete with 4000K LED
Aluminium
38.3
-1
-1
220
240
50
60
Electronic
HF_
Tridonic
1
false
LED L70 @ 50.000h
LED L70 @ 50.000h
38.3
LED_BETO_4_4K 38.3W
4127
4000
LED
1819
313
223
38.3
standard
11
2
COMMON
LED L70 @ 50.000h
1
0,1,2,3,4
COMMON LED L70 @ 50.000h Electronic
2162
375
223
38.3
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
D37080AA.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T13:46:43.4222700+01:00
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