2
Thorn Lighting Plugin
12
Igr&FAiAJbgDB*G0
96635282
Thorn
CONT3 4L50 BU NB NG IO ANT
331
Éclairage par projecteurs
0.00
1.0
Projecteur architectural de taille Small Éclairage par projecteurs avec LED alimentées en 500mA et un faisceau intensif. ,. Pré-câblé avec connecteur IP66, appareillage à commander séparément. Classe électrique II, IP66, IK08.
Corps : aluminium (EN AC-44300) fonderie, thermopoudré, texturé gris anthracite 900 sablé. Compatible avec les environnements côtiers. Fermeture : verre plat trempé, ép. 5 mm. Joint : EPDM. Visserie : acier inox avec traitement GEOMET® 500. Livré avec LED bleu
,
Dimensions : Ø83 x 103 mm
Puissance du luminaire: 9 W
Flux lumineux du luminaire: 145 lm
Efficacité lumineuse du luminaire: 16 lm/W
Poids : 0,92 kg
WMF
TLG_CONL_M_4L.wmf
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
1
CON34L50-BUNB
9
145
0
0
0.00
83
0
103
70
0
0
0
0
0
EULUM
TL_CONT34L50NBBU.ldt
![CDATA[THORN Lighting
2
1
24
15.0
181
1.0
CONT3 4L50NBBUG31
Contrast3 4L - 4 x Blue LED 500mA - NB
CONT3 4L50-BU NB
CONT3 4L50NBBUG31_DC.LDT
08/02/2022
83
0
103
70
0
0
0
0
0
100.0
100.0
1.0
0
1
4
LEDs
145
0
0
9
0.82
0.92
0.96
0.98
0.98
0.99
0.99
1.00
1.00
1.00
0.00
15.00
30.00
45.00
60.00
75.00
90.00
105.00
120.00
135.00
150.00
165.00
180.00
195.00
210.00
225.00
240.00
255.00
270.00
285.00
300.00
315.00
330.00
345.00
0.00
1.00
2.00
3.00
4.00
5.00
6.00
7.00
8.00
9.00
10.00
11.00
12.00
13.00
14.00
15.00
16.00
17.00
18.00
19.00
20.00
21.00
22.00
23.00
24.00
25.00
26.00
27.00
28.00
29.00
30.00
31.00
32.00
33.00
34.00
35.00
36.00
37.00
38.00
39.00
40.00
41.00
42.00
43.00
44.00
45.00
46.00
47.00
48.00
49.00
50.00
51.00
52.00
53.00
54.00
55.00
56.00
57.00
58.00
59.00
60.00
61.00
62.00
63.00
64.00
65.00
66.00
67.00
68.00
69.00
70.00
71.00
72.00
73.00
74.00
75.00
76.00
77.00
78.00
79.00
80.00
81.00
82.00
83.00
84.00
85.00
86.00
87.00
88.00
89.00
90.00
91.00
92.00
93.00
94.00
95.00
96.00
97.00
98.00
99.00
100.00
101.00
102.00
103.00
104.00
105.00
106.00
107.00
108.00
109.00
110.00
111.00
112.00
113.00
114.00
115.00
116.00
117.00
118.00
119.00
120.00
121.00
122.00
123.00
124.00
125.00
126.00
127.00
128.00
129.00
130.00
131.00
132.00
133.00
134.00
135.00
136.00
137.00
138.00
139.00
140.00
141.00
142.00
143.00
144.00
145.00
146.00
147.00
148.00
149.00
150.00
151.00
152.00
153.00
154.00
155.00
156.00
157.00
158.00
159.00
160.00
161.00
162.00
163.00
164.00
165.00
166.00
167.00
168.00
169.00
170.00
171.00
172.00
173.00
174.00
175.00
176.00
177.00
178.00
179.00
180.00
16425.6
16224.3
15512.1
14272.1
12632.6
10723.1
8755.5
6912.2
5322.1
4004.8
2936.7
2091.5
1447.9
981.2
666.2
474.7
356.2
259.1
193.0
156.6
128.4
109.2
95.0
82.3
72.3
63.2
54.8
47.3
41.2
36.3
32.2
28.7
25.9
23.5
21.4
19.6
18.1
16.8
15.6
14.7
13.8
13.1
12.4
11.7
11.1
10.6
10.0
9.5
9.0
8.5
8.0
7.6
7.1
6.7
6.2
5.8
5.5
5.1
4.8
4.4
4.1
3.8
3.5
3.2
2.9
2.7
2.4
2.2
2.0
1.8
1.6
1.4
1.3
1.2
1.0
0.9
0.8
0.7
0.6
0.5
0.4
0.3
0.2
0.1
0.1
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
]]
0