<TONIC GIMBAL LED2800-930 HF WFL
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Thorn 96629352 <TONIC GIMBAL LED2800-930 HF WFL
27793
L’éclairage intérieur
Pending Deletion
Tonic Gimbal
Tonic Gimbal tête lumineuse, 2800 lm
90.
Dimensions : Ø160 x 134 mm
Puissance du luminaire: 30,7 W
Flux lumineux du luminaire: 2744 lm
Efficacité lumineuse du luminaire: 89 lm/W
Poids : 1 kg
]]>
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96629352
<TONIC GIMBAL LED2800-930 HF WFL
96629352
5037319396901
96629352
90.
Dimensions : Ø160 x 134 mm
Puissance du luminaire: 30,7 W
Flux lumineux du luminaire: 2744 lm
Efficacité lumineuse du luminaire: 89 lm/W
Poids : 1 kg
]]>
ProductImage
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30.7
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2744
89
1
1
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1
<22
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90
3
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RECD_VCYL
VCYL
Circle
Ceiling
X
Y
Z
160
160
134
160
160
134
129
129
1
IP20
IP
SC1
SC
CE
PZ
Ta=25
PZx
STD - Standard
LDCImage_Polar
true
PNG
326241_21_Polar.png
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
LDCImage_Cartesian
true
PNG
326241_21_Cartesian.png
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
30.7
2744
1
VCYL
85
0
0
0
0
0
Encastré
Livré avec LED 3 000 K
distribution large
30.7
-1
-1
100
240
50
60
Electronique
HF_
Eaglerise
1
false
LED L70 @ 50.000h
LED L70 @ 50.000h
30.7
TNCS_WFL_M3K 30.7W
2744
3000
LED
1819
313
223
30.7
standard
11
2
COMMON
LED L70 @ 50.000h
1
0,1,2,3,4
COMMON LED L70 @ 50.000h Electronic
2162
375
223
30.7
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
D38993AA.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T12:24:05.7200512+01:00
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