2
Thorn Lighting Plugin
7
Igr&FAiAJbgDB*G0
96108310
Thorn
<CRUZ 205H 1X18W TC-DEL HF E3 L840
401
ceiling recessed
0.00
1.0
A stylish, recessed downlight for 1 x 18W Light Source: 1 x TC-DEL / 18W lamp(s) with and 3 hour manual test emergency lighting function. IP20, Class I electrical. Body in sand blasted, die-cast aluminium with black polycarbonate gear cover and anodised aluminium reflector. Luminaire secured by patented, tool-free "sec-lock" in Ø205mm cut-out. Suitable for ceiling thicknesses 1-35mm. Complete with 840 lamp(s).
Dimensions: 266 x 224 x 148 mm
Luminaire input power: 24 W
Weight: 1.9 kg
WMF
TLG_CRUZ_M_200H2.wmf
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
1
TC-DEL
18
1200
115
D
300
80
-145.00
224
0
148
180
0
0
0
0
0
EULUM
TLG_LE_1073.ldt
![CDATA[THORN
3
0
24
15.0
73
2.5
4584
Cruz 205H 1x18W TC-DEL HF
96106785
TLG_LE_1073
21.11.2007
225
0
150
180
0
0
0
0
0
100
73.3
1.0
0.0
1
1
TC-DEL 18W
1200
ww/3000K
1B
21
0.40373
0.51676
0.58768
0.67582
0.73144
0.78854
0.83572
0.87407
0.89666
0.91925
0.0
15.0
30.0
45.0
60.0
75.0
90.0
105.0
120.0
135.0
150.0
165.0
180.0
195.0
210.0
225.0
240.0
255.0
270.0
285.0
300.0
315.0
330.0
345.0
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
337.00
340.43
363.38
387.72
407.94
420.75
420.91
413.96
397.92
369.62
337.93
328.89
352.22
377.96
364.34
334.85
306.25
239.47
164.61
128.22
122.88
117.47
107.59
90.25
58.45
24.24
5.03
0.19
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
340.91
364.78
388.81
409.50
420.56
418.34
409.33
392.53
364.25
332.94
328.25
349.64
369.24
363.84
339.70
310.23
244.09
170.59
127.43
115.63
110.28
100.44
83.65
55.35
23.23
5.21
0.14
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
341.10
360.57
383.38
405.00
420.06
419.32
407.73
386.33
354.27
329.92
341.24
361.58
358.67
341.88
332.14
300.45
237.83
177.52
131.71
111.83
104.87
94.40
76.47
49.04
19.67
3.99
0.11
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
339.50
355.97
376.68
399.09
414.24
416.60
405.77
382.23
352.66
350.35
378.37
390.28
371.73
350.16
336.20
291.80
231.57
181.37
141.97
122.69
110.65
95.55
74.05
44.36
16.41
3.08
0.06
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
337.95
352.41
370.03
389.51
402.51
405.08
396.12
381.04
381.06
402.31
406.96
395.65
377.81
366.10
335.14
280.84
224.89
183.62
152.35
136.53
122.17
97.08
68.40
38.97
13.06
2.23
0.03
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
336.53
348.77
361.76
373.19
380.41
387.55
399.49
416.18
431.04
434.73
428.29
424.49
416.79
386.59
340.08
288.41
241.56
200.77
171.01
152.24
126.62
93.41
63.73
34.47
10.44
2.01
0.01
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
336.37
347.07
356.29
361.40
364.01
378.28
398.36
420.51
447.05
471.03
481.23
470.39
438.47
391.96
340.08
291.08
245.37
207.55
172.61
152.70
126.12
93.90
67.08
39.80
14.49
2.52
0.02
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
336.78
349.60
362.33
373.54
382.36
390.96
401.27
416.89
427.90
431.77
426.27
424.29
416.14
383.32
335.09
287.10
240.62
201.99
172.26
152.83
126.69
94.12
65.14
36.44
10.91
2.08
0.02
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
337.41
353.19
371.42
390.48
403.65
404.32
396.54
381.53
380.48
394.18
395.64
383.18
366.94
360.11
326.89
272.56
221.32
179.93
150.74
135.43
121.56
97.28
70.07
40.21
12.82
1.93
0.02
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
337.89
356.42
379.51
399.41
412.80
413.91
402.15
378.20
349.09
343.76
366.30
372.44
353.59
335.82
323.87
280.97
220.36
168.37
131.76
115.34
104.78
92.66
73.25
44.18
15.52
2.26
0.01
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
338.16
358.54
383.82
407.18
421.35
421.17
409.31
387.61
355.82
328.33
336.56
352.72
351.08
335.33
327.75
292.82
229.29
166.91
122.11
105.77
100.86
91.15
75.86
49.02
18.50
3.07
0.07
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
338.18
358.76
383.49
404.27
418.50
416.96
407.94
390.99
361.31
328.30
322.49
339.34
357.16
351.21
329.03
295.34
227.96
160.14
122.04
111.45
106.21
94.90
79.27
51.80
20.36
4.09
0.24
0.05
0.01
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
338.14
358.04
380.98
398.51
408.03
405.73
396.18
380.54
353.76
319.90
312.51
327.13
348.39
336.92
304.74
278.35
219.04
154.46
122.60
114.76
107.53
96.00
81.32
54.43
22.07
6.01
0.39
0.14
0.02
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
336.86
355.78
378.05
397.09
409.55
410.01
400.77
383.83
356.40
323.98
319.89
331.88
345.19
327.47
300.67
273.46
214.64
155.67
125.92
119.75
114.66
104.54
88.30
55.82
21.82
5.76
0.52
0.18
0.02
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
335.26
351.92
371.56
387.52
398.52
396.56
383.65
363.58
332.88
306.29
307.24
319.85
312.45
291.09
272.92
248.68
194.44
147.29
124.18
118.77
114.41
103.76
87.08
53.97
20.92
5.36
0.56
0.15
0.02
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
333.54
346.24
361.55
374.18
381.83
379.85
366.23
343.35
311.69
299.07
313.27
313.06
293.18
269.11
251.41
222.00
176.61
142.84
125.56
121.69
116.63
104.52
86.81
53.24
19.57
5.08
0.47
0.07
0.01
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
331.79
340.65
352.36
360.55
363.80
355.41
339.19
320.64
308.70
308.47
301.27
282.18
262.70
250.49
232.07
197.58
161.86
136.42
124.87
120.93
113.43
99.25
79.07
48.69
16.25
3.88
0.46
0.06
0.01
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
329.90
336.16
344.26
349.16
345.24
331.66
317.54
309.31
305.59
296.72
285.26
270.75
260.61
244.90
219.54
190.56
164.81
142.15
126.75
121.11
111.77
94.16
73.69
46.45
13.92
3.48
0.42
0.05
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
329.66
332.79
338.34
339.53
333.89
322.29
312.82
302.49
307.49
322.00
317.20
300.37
278.29
244.49
206.44
173.86
152.25
145.37
146.88
151.51
145.89
124.78
97.41
61.57
20.00
4.23
0.38
0.02
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
329.93
335.16
343.29
348.32
345.72
332.20
317.33
308.01
303.22
296.09
283.14
270.23
261.54
250.14
226.26
195.66
167.02
143.63
128.82
123.99
113.83
95.75
76.09
49.45
15.36
3.30
0.34
0.03
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
331.97
339.49
350.11
359.32
363.75
355.95
340.70
318.84
301.04
305.41
302.53
286.11
268.28
254.46
239.35
204.68
164.82
138.31
128.17
125.81
120.34
103.77
81.64
52.15
17.68
4.32
0.34
0.01
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
334.63
345.26
358.73
372.22
382.39
380.31
367.33
342.96
309.52
288.62
302.51
313.17
295.54
274.71
260.34
234.99
185.38
146.55
129.59
126.51
122.19
108.87
89.48
57.45
21.02
5.74
0.35
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
336.99
352.22
369.54
385.30
399.11
398.08
386.96
367.39
338.98
309.00
307.54
321.94
324.65
305.89
288.27
267.64
211.45
158.67
131.99
125.60
121.16
109.91
91.98
59.16
23.68
6.53
0.26
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
337.00
339.06
359.54
380.97
399.17
410.95
409.96
400.31
385.00
359.53
328.10
316.85
333.59
348.93
339.18
314.88
288.42
231.76
165.04
130.84
124.29
118.93
108.56
91.22
60.10
25.19
6.54
0.37
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
0.00
]]
0