2
Thorn Lighting Plugin
12
Igr&FAiAJbgDB*G0
96635521
Thorn
NOVS S 1400-830 DI HFI WH
301
plafonnier
0.00
1.0
Luminaire circulaire décoratif avec corps Small. Composant indirect bas pour éclairage du mur et du plafond. Électronique, gradable DALI. Garniture esthétique du luminaire en Polycarbonate (PC) blanc. Diffuseur : opale Polycarbonate (PC). Classe électrique II, IP54. Livré avec LED 3 000 K.
Dimensions : Ø320 x 69 mm
Puissance du luminaire: 9,7 W
Flux lumineux du luminaire: 1300 lm
Efficacité lumineuse du luminaire: 134 lm/W
Poids : 1,68 kg
WMF
TLG_NOVS_M_LD300.wmf
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
1
NOVS_1400_HF_3K
10
1300
0
E
320
80
3000
0.00
320
0
69
300
0
2
2
2
2
EULUM
TLG_SP_0044963.ldt
![CDATA[Thorn
1
1
72
5.0
181
1.0
TLG_SP_0044963
Novaline � NOVS S 1400-830 DI HF WH
TLG_SP_0044963
26.11.2021 / Hopkins Elliott
320
0
65
294
0
2
2
2
2
91.1
100.0
1.0
0
1
1
LED Corvus x1 1300 3000K
1300
3000
9.7
0.31
0.41
0.48
0.55
0.60
0.66
0.70
0.72
0.77
0.79
0.00
5.00
10.00
15.00
20.00
25.00
30.00
35.00
40.00
45.00
50.00
55.00
60.00
65.00
70.00
75.00
80.00
85.00
90.00
95.00
100.00
105.00
110.00
115.00
120.00
125.00
130.00
135.00
140.00
145.00
150.00
155.00
160.00
165.00
170.00
175.00
180.00
185.00
190.00
195.00
200.00
205.00
210.00
215.00
220.00
225.00
230.00
235.00
240.00
245.00
250.00
255.00
260.00
265.00
270.00
275.00
280.00
285.00
290.00
295.00
300.00
305.00
310.00
315.00
320.00
325.00
330.00
335.00
340.00
345.00
350.00
355.00
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
321.5
321.5
321.3
321.0
320.5
319.9
319.2
318.4
317.5
316.4
315.3
314.0
312.6
311.1
309.5
307.7
305.9
303.9
301.8
299.7
297.4
295.0
292.5
289.9
287.2
284.5
281.6
278.6
275.5
272.4
269.2
265.8
262.4
258.9
255.3
251.6
248.0
244.1
240.2
236.3
232.2
228.0
223.8
219.5
215.3
210.9
206.4
201.8
197.3
192.7
188.0
183.1
178.4
173.7
168.7
163.9
158.9
154.0
148.8
143.9
138.9
133.8
128.7
123.6
118.4
113.3
108.0
102.9
97.7
92.6
87.3
82.3
77.2
72.1
67.1
62.2
57.2
52.2
47.4
42.8
38.1
33.5
29.1
24.7
20.4
16.3
12.4
8.9
5.8
3.6
2.6
2.6
2.7
2.9
3.0
3.3
3.5
3.7
4.0
4.3
4.6
4.9
5.2
5.5
5.8
6.2
6.5
6.9
7.2
7.6
8.0
8.4
8.8
9.3
9.7
10.2
10.8
11.3
11.8
12.4
12.9
13.5
14.1
14.6
15.1
15.7
16.2
16.7
17.2
17.7
18.2
18.7
19.1
19.6
20.1
20.5
20.9
21.3
21.7
22.1
22.6
23.0
23.4
23.8
24.2
24.6
25.0
25.3
25.7
26.0
26.3
26.6
26.9
27.3
27.6
28.0
28.3
28.6
28.9
29.1
29.3
29.1
28.7
28.1
27.5
27.0
26.4
25.9
25.4
25.1
24.7
24.4
24.1
23.9
23.7
24.0
25.6
27.6
28.8
29.3
29.4
]]
0