2
Thorn Lighting Plugin
7
Igr&FAiAJbgDB*G0
96240715
Thorn
<CHALICE 190H PC 2x18 TC-DEL HFI E3 L840
401
ceiling recessed
0.00
1.0
A shallow, ceiling recessed downlight with a variety of decorative attachments. For 2 x 18W Light Source: 2 x TC-DEL / 18W lamp(s). Electronic, DALI / DSI digital dimmable control gear with 3 hour, manual test, LED emergency lighting circuit. Body and mounting clips: polycarbonate, black. Bezel: polycarbonate, white. Reflector: vacuum-metallised mirrorbrite polycarbonate. Adjustable fixing clips suitable for ceiling thicknesses from 1-25mm. No tools required. Cut-out Ø190mm. Electrical connection to 7 x 2 x 2.5mm² terminal block. Class I electrical. IP20. Complete with 840 lamp(s).
Dimensions: Ø205 x 100 mm
Luminaire input power: 37 W
Weight: 1.2 kg
WMF
TLG_CHLC_M_LD190CFL.wmf
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
2
TC-DEL
18
1200
105
D
320
80
-95.00
205
0
100
165
0
0
0
0
0
EULUM
TLG_SP_0039953.ldt
![CDATA[Thorn
1
4
72
5.0
73
2.5
TLG_SP_0039953
CHALICE � 2X18W DEL - PLASTIC REFLECTOR - HF
TLG_SP_0039953.ldt
02.05.2012 / Moustafa Benzekhroufa
205
0
100
170
0
0
0
0
0
100.0
61.6
1.0
0
1
2
TC-DEL 18W
2400
1.0
0.45
0.59
0.68
0.76
0.81
0.85
0.88
0.89
0.91
0.93
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
2.50
5.00
7.50
10.00
12.50
15.00
17.50
20.00
22.50
25.00
27.50
30.00
32.50
35.00
37.50
40.00
42.50
45.00
47.50
50.00
52.50
55.00
57.50
60.00
62.50
65.00
67.50
70.00
72.50
75.00
77.50
80.00
82.50
85.00
87.50
90.00
92.50
95.00
97.50
100.00
102.50
105.00
107.50
110.00
112.50
115.00
117.50
120.00
122.50
125.00
127.50
130.00
132.50
135.00
137.50
140.00
142.50
145.00
147.50
150.00
152.50
155.00
157.50
160.00
162.50
165.00
167.50
170.00
172.50
175.00
177.50
180.00
249.6
252.8
254.4
257.9
259.6
257.9
263.4
277.7
280.3
280.4
278.9
277.7
271.5
262.5
250.0
241.1
229.8
221.7
214.7
199.6
178.5
146.5
111.1
82.5
55.9
35.1
18.5
5.7
0.3
0.3
0.2
0.2
0.2
0.2
0.2
0.2
0.2
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
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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
249.6
252.2
253.7
257.4
259.1
259.4
265.5
277.6
279.7
280.2
278.8
277.6
271.5
262.5
250.0
241.2
229.9
221.5
214.3
199.0
177.8
145.6
110.9
82.2
55.8
35.0
18.5
5.7
0.3
0.3
0.2
0.2
0.2
0.2
0.2
0.2
0.2
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
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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
249.6
251.7
253.2
257.0
259.0
261.7
267.9
277.8
279.4
280.6
279.3
278.0
272.0
263.1
250.6
242.1
230.7
221.9
214.2
198.1
176.2
143.8
110.2
81.6
55.5
34.9
18.4
5.7
0.3
0.3
0.2
0.2
0.2
0.2
0.2
0.2
0.2
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
249.6
251.3
252.9
256.7
258.9
262.8
269.0
277.1
278.8
281.5
280.7
278.8
272.7
263.4
250.6
242.5
230.9
221.7
213.0
196.0
173.3
140.3
108.5
80.3
55.0
34.6
18.2
5.6
0.3
0.3
0.2
0.2
0.2
0.2
0.2
0.2
0.2
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
249.6
250.7
252.2
256.0
258.6
263.1
268.7
275.9
278.0
282.7
282.7
280.4
273.8
263.5
250.6
242.9
231.4
221.5
212.0
193.9
170.2
136.2
106.4
78.6
54.2
34.2
17.8
5.5
0.3
0.3
0.2
0.2
0.2
0.2
0.2
0.2
0.2
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
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0.0
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0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
249.6
250.5
251.8
255.7
258.4
263.4
268.2
275.0
278.6
284.2
284.0
280.7
274.3
263.5
250.8
243.7
232.2
222.1
211.4
192.1
167.3
132.1
103.8
76.8
53.2
33.6
17.4
5.4
0.3
0.3
0.2
0.2
0.2
0.2
0.2
0.2
0.2
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
249.6
250.4
251.5
255.3
258.0
263.2
267.6
274.3
279.5
282.2
280.2
276.1
270.3
259.8
248.5
242.3
231.4
222.1
210.1
189.9
164.5
128.5
100.7
75.0
52.3
33.4
17.2
5.3
0.4
0.3
0.2
0.2
0.2
0.2
0.2
0.2
0.2
0.0
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249.6
250.3
251.2
254.7
257.5
262.6
266.6
273.2
277.7
276.1
273.2
270.1
264.8
254.0
243.7
238.5
227.8
219.8
207.3
186.1
160.5
124.7
96.8
72.8
51.4
33.2
17.3
5.4
0.4
0.3
0.2
0.2
0.2
0.2
0.2
0.2
0.2
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249.6
250.1
250.7
254.0
256.8
261.6
265.1
271.3
272.8
270.9
269.3
265.9
260.2
248.8
239.8
234.8
224.7
217.2
204.8
182.9
156.9
121.0
92.1
69.5
49.6
32.5
17.3
5.6
0.5
0.3
0.2
0.2
0.2
0.2
0.2
0.2
0.2
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249.6
249.9
250.2
253.1
255.7
260.2
263.3
268.8
268.5
267.6
265.9
262.3
256.0
243.9
236.3
231.5
221.7
214.8
202.1
180.3
153.9
118.0
87.8
66.0
47.1
31.0
16.6
5.6
0.7
0.3
0.2
0.2
0.2
0.2
0.2
0.2
0.2
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249.6
249.7
249.6
252.2
254.5
258.4
260.9
265.9
265.1
264.5
262.7
259.2
252.5
240.2
233.7
228.6
218.7
211.9
198.9
177.5
151.8
116.1
84.2
62.8
44.6
29.3
15.6
5.4
0.7
0.3
0.2
0.2
0.2
0.2
0.2
0.2
0.2
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249.6
249.4
248.9
251.1
252.8
256.3
258.4
262.5
261.6
261.4
260.1
257.3
250.6
238.6
233.5
227.9
218.0
210.5
196.9
175.1
149.9
114.5
81.1
60.0
42.0
27.4
14.4
4.9
0.7
0.2
0.2
0.2
0.2
0.2
0.2
0.2
0.2
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249.6
248.9
248.1
249.6
250.8
253.6
255.3
258.6
257.5
257.2
255.6
251.5
244.0
233.7
230.8
225.1
216.0
208.4
194.0
172.3
147.6
112.5
78.2
57.3
39.3
25.1
12.8
4.1
0.7
0.2
0.2
0.2
0.2
0.2
0.2
0.2
0.2
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249.6
248.3
247.1
248.0
248.3
250.6
251.8
254.4
252.8
251.4
248.2
242.6
235.1
227.2
226.0
220.7
212.7
204.4
189.6
168.4
144.7
110.1
74.9
54.4
36.6
22.7
11.3
3.4
0.6
0.2
0.2
0.2
0.2
0.2
0.2
0.2
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249.6
247.9
246.4
246.6
246.2
247.7
248.4
250.3
247.8
245.0
240.3
233.1
225.6
220.7
220.9
216.7
210.3
201.3
185.9
165.1
142.3
108.5
72.6
52.0
34.3
20.7
10.1
2.9
0.5
0.2
0.2
0.2
0.2
0.2
0.2
0.2
0.2
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249.6
247.5
245.8
245.6
244.4
244.8
244.7
245.8
242.4
237.7
230.4
223.1
216.4
213.8
214.7
211.8
207.5
198.5
182.5
162.1
139.9
106.7
70.8
50.2
32.5
19.2
9.0
2.5
0.4
0.2
0.2
0.2
0.2
0.2
0.2
0.2
0.2
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249.6
247.4
245.5
244.9
243.0
242.6
241.5
242.1
238.5
233.6
224.4
216.0
210.1
209.2
209.7
207.7
204.9
195.8
179.6
159.6
138.2
105.3
69.5
48.9
31.2
18.3
8.3
2.2
0.3
0.2
0.2
0.2
0.2
0.2
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249.6
247.6
245.5
244.6
242.2
241.2
239.5
239.8
236.6
231.5
221.2
211.6
206.3
206.7
206.6
204.9
203.0
194.0
177.6
157.8
137.1
104.5
68.6
48.3
30.7
17.7
7.9
1.9
0.3
0.2
0.2
0.2
0.2
0.2
0.2
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249.6
247.7
245.6
244.6
242.1
240.8
239.0
239.3
236.0
230.8
220.1
210.0
205.1
206.1
205.7
204.0
202.3
193.5
177.0
157.3
136.7
104.2
68.2
48.0
30.6
17.4
7.8
1.9
0.3
0.2
0.2
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