2
Thorn Lighting Plugin
16
Igr&FAiAJbgDB*G0
96634352
Thorn
IS XS 12L70-730 NR CL2 WS7 T60F GY
1321
laterale a palo
0.00
1.0
Armatura stradale discreta e flessibile con alte prestazioni a lunga durata. 12 LED pilotati a 700mA. Driver LED Programmabile, impostato per output fisso. Corpo: taglia extra small, in alluminio stampato a iniezione, verniciato a polvere texturizzato grigio chiaro 150 (simile al RAL9006). Staffa: grigio chiaro 150 (simile al RAL9006). Chiusura: vetro Bianco extra. Fissaggi: acciaio inox con trattamento anti-galvanico. Ottica NR (Narrow Road), con LED ad Indice di resa cromatica superiore a: 70, Temperatura di colore correlata*: 3000 Kelvin. Classe II, Resistenza all'urto: IK08, IP66, Ta max.: 45°C. Fornito con adattatore per testapalo per attacco Ø60mm, inclinazione 5°. Precablato con 7m di cavo 1.5mm² H07RN-F.
Misure: 508 x 180 x 157 mm
Potenza impegnata apparecchio: 26,6 W
Flusso luminoso apparecchio: 3586 lm
Efficienza apparecchio: 135 lm/W
Peso: 3,76 kg
Scx: 0.028 m²
WMF
TLG_ISLC_M_XSMTP60.wmf
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IS12L70-730NR
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3586
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3000
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EULUM
TL_IS12L70NR730.ldt
![CDATA[THORN Lighting
2
3
144
2.5
73
2.5
IS12L70NR730G38
ISARO XS - 12 x Warm White 3000K LED CRI70 700mA Gen3.8 - NR Optic
IS XS 12L70-730 NR G38
IS12L70NR730G38_DC.LDT
05/12/2023
463
180
68
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139
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3586
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26.6
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0.68
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0.86
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2.50
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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
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100.00
102.50
105.00
107.50
110.00
112.50
115.00
117.50
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122.50
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127.50
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185.00
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67.5
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0.0
204.7
199.0
193.0
186.3
179.2
171.3
163.3
154.4
144.5
133.6
122.6
111.6
101.3
93.1
86.8
82.6
79.5
77.4
75.4
72.5
69.5
66.5
62.7
56.9
49.9
43.7
39.6
34.6
30.6
25.7
19.8
12.0
3.9
1.2
0.1
0.0
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204.7
199.0
193.0
187.1
180.3
172.4
164.3
155.5
145.5
135.5
124.6
113.6
102.5
94.1
87.8
83.6
80.5
78.4
76.4
73.5
70.5
67.5
62.7
56.8
50.8
43.8
39.6
34.6
29.6
24.6
19.6
12.0
3.9
1.2
0.1
0.0
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204.7
199.0
193.4
187.2
181.1
173.4
165.3
156.5
147.5
136.6
125.6
114.6
104.3
96.1
89.9
84.7
81.5
79.4
77.4
74.5
71.5
67.6
63.6
56.9
50.8
43.8
38.6
33.6
28.6
23.6
18.6
12.8
5.7
2.3
0.1
0.0
0.0
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204.7
199.9
194.0
188.1
181.3
174.3
166.3
158.3
149.5
138.7
127.7
116.7
106.4
98.1
91.9
86.7
83.6
80.5
78.4
75.5
72.5
68.6
63.7
57.8
50.9
43.9
38.6
33.6
28.6
23.6
18.6
12.7
7.5
3.4
0.2
0.0
0.0
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0.0
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204.7
199.9
194.0
188.3
182.2
175.3
167.4
159.4
150.6
140.6
130.6
119.6
109.5
100.3
94.0
88.7
85.6
82.5
79.5
76.5
73.5
69.6
64.8
57.9
50.9
43.8
38.6
33.6
28.6
23.6
17.6
12.6
7.6
3.4
0.2
0.0
0.0
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204.7
199.9
194.5
188.9
183.3
176.3
169.3
161.5
153.4
143.6
133.6
122.7
113.5
104.4
97.1
90.9
86.7
83.6
80.6
77.5
74.5
70.6
65.8
58.9
50.9
43.8
37.7
32.6
27.6
22.6
17.6
12.6
7.6
3.4
1.2
0.1
0.0
0.0
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0.0
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204.7
199.9
194.8
189.3
184.2
177.3
170.4
163.3
154.6
145.6
136.6
126.8
116.7
107.5
100.2
94.9
89.9
86.7
82.6
79.6
75.6
71.6
65.8
58.9
51.8
44.8
37.8
32.6
27.6
22.6
17.6
12.6
7.5
4.3
1.3
0.1
0.0
0.0
0.0
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0.0
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0.0
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204.7
200.3
195.5
190.3
185.2
178.5
172.3
164.4
157.4
148.6
140.6
131.6
122.6
113.6
105.4
98.2
91.9
88.7
84.7
80.6
76.6
71.7
66.7
59.9
51.9
44.8
37.8
31.6
26.6
21.6
16.5
12.5
7.5
3.3
1.2
0.1
0.0
0.0
0.0
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0.0
0.0
0.0
0.0
0.0
204.7
200.7
196.5
191.3
186.2
180.3
173.4
166.5
158.6
151.6
143.8
134.7
125.7
117.5
109.4
103.2
97.1
91.9
86.8
82.7
78.6
72.8
66.8
59.8
52.8
45.8
37.8
31.6
26.6
21.5
16.5
12.5
7.5
3.3
1.2
0.1
0.0
0.0
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0.0
0.0
0.0
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204.7
200.7
196.7
192.3
187.2
181.4
175.4
169.4
162.6
155.6
148.7
140.7
131.7
123.6
114.5
107.3
100.3
95.0
89.9
84.8
79.7
73.8
67.8
61.7
53.9
46.9
37.8
31.6
26.5
21.5
16.5
12.5
7.5
3.3
1.1
0.1
0.0
0.0
0.0
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0.0
0.0
0.0
0.0
0.0
204.7
201.5
196.7
193.2
188.6
183.2
177.4
171.5
165.6
159.5
153.5
144.9
136.7
128.8
120.6
113.5
106.4
100.2
93.0
87.8
81.9
74.9
68.8
61.8
54.8
46.9
37.8
31.6
26.5
21.5
16.5
12.4
7.5
3.3
0.2
0.0
0.0
0.0
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0.0
0.0
0.0
0.0
0.0
204.7
201.6
197.6
194.2
190.2
184.5
179.3
174.5
169.6
163.6
157.6
150.8
142.9
135.8
127.8
120.6
112.5
105.3
97.2
89.9
83.9
76.9
69.8
62.8
54.9
46.9
38.8
31.6
26.5
21.5
16.5
12.4
8.4
4.4
0.4
0.0
0.0
0.0
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0.0
0.0
0.0
0.0
0.0
204.7
201.6
198.6
195.2
191.2
186.5
181.6
177.4
173.4
167.6
162.5
156.5
150.6
142.8
135.8
127.8
119.8
110.6
101.4
93.1
86.0
78.9
71.8
63.9
55.8
47.8
39.8
31.8
26.5
21.5
17.4
12.4
8.4
4.4
0.4
0.0
0.0
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0.0
0.0
0.0
0.0
0.0
204.7
201.7
198.6
196.2
192.6
188.4
184.3
180.6
176.7
171.8
166.8
160.9
155.8
149.9
143.8
136.8
129.7
118.9
107.8
98.4
90.2
81.1
73.0
64.9
56.9
48.8
40.8
33.7
27.5
22.5
17.5
13.4
8.4
3.4
0.1
0.0
0.0
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0.0
0.0
0.0
0.0
204.7
202.5
199.5
197.2
194.1
190.4
186.6
184.4
181.4
177.5
173.4
169.5
164.7
158.8
152.9
146.1
137.2
127.0
116.7
105.6
94.4
85.1
76.0
67.9
58.9
50.8
42.8
35.7
27.6
22.5
17.5
13.4
8.4
4.3
0.3
0.0
0.0
0.0
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0.0
0.0
0.0
0.0
204.7
202.5
200.5
198.2
195.6
192.4
189.6
187.6
184.7
180.8
176.8
172.8
169.8
165.9
162.0
157.0
151.1
138.3
124.2
110.9
99.5
88.4
79.1
69.0
60.9
52.8
44.8
36.8
28.7
23.5
18.4
13.4
9.4
4.4
0.2
0.0
0.0
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0.0
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204.7
202.8
200.6
199.2
197.0
194.4
192.5
191.4
189.5
186.7
183.8
181.6
178.6
176.7
173.9
168.2
160.3
148.3
136.2
121.2
105.9
94.4
84.1
74.1
64.0
54.8
46.8
38.7
30.7
24.5
19.4
14.4
9.4
4.4
0.2
0.0
0.0
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0.0
0.0
0.0
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204.7
203.4
201.5
199.4
198.0
196.3
195.5
194.6
193.5
191.6
189.5
186.8
184.8
183.8
182.6
179.0
173.2
160.5
147.4
131.3
115.1
100.7
87.4
78.1
68.0
58.0
48.9
40.7
32.7
25.5
20.4
15.4
9.4
5.3
0.2
0.0
0.0
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0.0
0.0
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204.7
203.4
201.6
200.2
199.0
198.3
198.1
198.1
197.5
196.4
194.5
194.5
193.7
193.7
191.9
189.1
183.5
172.6
160.5
143.5
126.3
111.0
96.6
83.3
72.1
62.0
52.9
43.8
35.7
27.7
20.5
15.3
10.3
5.3
0.3
0.0
0.0
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0.0
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204.7
203.9
202.6
201.2
200.6
200.3
200.5
200.6
201.5
200.6
199.7
200.5
200.7
201.6
202.6
201.0
197.4
187.6
173.8
156.8
138.7
123.2
104.8
90.4
78.2
67.1
56.9
47.8
38.7
30.6
22.6
15.4
10.3
5.3
1.2
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0.0
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204.7
204.3
203.4
202.2
201.9
202.8
203.5
204.6
205.5
205.6
205.7
206.8
208.8
209.7
210.7
211.7
211.0
201.6
189.8
173.8
155.8
135.6
115.4
98.8
84.3
74.1
62.1
52.9
42.8
33.7
25.6
17.5
11.4
5.4
1.1
0.0
0.0
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204.7
204.9
203.6
203.2
203.6
205.3
206.5
208.4
209.3
210.4
211.7
214.6
217.5
218.7
220.8
220.9
220.0
215.3
205.7
189.2
173.0
152.7
133.3
112.0
93.6
81.2
70.1
59.0
48.8
38.8
28.7
19.5
13.4
7.3
1.3
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0.0
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204.7
205.3
204.6
205.1
204.9
207.2
209.5
211.6
212.9
214.9
218.0
220.9
223.9
227.0
230.0
231.9
232.9
228.3
221.6
213.0
195.3
170.5
145.1
123.6
104.9
91.5
78.2
66.1
55.9
46.8
36.7
26.7
16.6
8.4
1.2
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204.7
205.3
205.4
206.2
206.6
209.2
212.5
215.3
218.1
221.3
225.4
229.4
233.6
237.8
242.0
243.1
243.2
242.2
239.4
230.6
216.1
196.3
176.1
151.1
124.5
105.8
89.4
78.1
66.0
53.9
41.8
31.6
22.6
12.5
2.4
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204.7
205.3
205.6
207.2
207.9
211.3
215.1
218.4
220.7
224.9
229.8
234.1
239.9
245.8
251.7
254.8
257.9
256.2
253.4
246.5
238.7
221.4
195.6
174.5
148.3
122.5
104.0
87.5
75.2
63.0
52.8
40.7
31.7
16.6
3.3
0.1
0.0
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204.7
205.3
206.4
208.2
208.9
213.3
217.9
221.7
225.5
231.8
236.7
243.7
249.7
254.8
260.8
264.0
267.0
269.1
270.2
264.6
256.7
246.7
235.3
212.8
188.0
156.5
134.7
114.2
94.6
79.4
64.2
54.9
45.7
25.8
3.5
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204.7
206.1
206.6
208.2
210.7
215.3
221.1
225.4
229.6
236.4
242.7
249.7
256.1
263.0
269.9
275.9
280.1
283.1
283.2
282.3
278.6
266.0
257.1
247.2
231.6
203.0
172.6
147.9
120.2
108.7
94.6
79.2
65.0
34.0
4.5
0.1
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204.7
206.3
207.4
209.2
211.9
217.3
223.1
228.4
233.6
240.7
248.8
257.0
265.1
273.0
279.9
285.9
292.0
296.1
298.2
298.3
297.4
294.0
287.1
278.0
267.1
252.5
227.8
194.5
166.2
147.4
131.0
106.4
80.0
41.9
4.6
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204.7
206.3
207.6
210.2
213.0
219.3
225.6
231.4
237.6
245.7
254.8
264.8
273.9
281.9
289.1
296.1
303.2
309.2
313.3
315.6
315.7
319.6
316.7
309.9
301.0
289.5
276.3
250.5
231.4
203.1
181.7
135.7
85.9
40.6
4.3
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204.7
206.3
208.4
211.2
214.7
221.4
228.2
234.8
241.9
251.0
261.1
271.0
281.1
290.1
299.1
308.1
317.1
323.3
328.6
335.6
340.6
339.8
339.0
337.2
335.3
334.4
320.5
304.6
289.2
273.0
248.6
164.6
79.7
31.3
4.2
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204.7
207.2
208.7
212.3
216.0
223.4
230.7
238.2
246.2
256.4
267.4
278.6
289.7
299.8
309.0
318.1
327.5
337.3
347.4
354.4
358.5
366.6
373.7
377.9
378.2
379.1
377.2
368.3
349.3
330.9
293.4
172.1
68.2
24.1
3.1
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204.7
207.4
209.7
213.3
217.1
224.9
232.9
240.6
248.7
259.8
271.0
283.1
295.1
306.2
317.4
329.4
343.1
351.3
360.4
369.4
379.4
385.6
390.8
398.0
410.2
415.1
419.1
412.1
406.8
389.5
338.5
177.3
54.8
19.0
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204.7
207.4
210.4
214.3
218.1
226.5
234.8
243.6
252.5
264.8
277.7
290.7
303.8
315.9
329.4
341.3
352.1
364.3
376.3
386.5
395.4
409.5
422.6
435.9
449.0
455.0
461.9
462.7
449.5
430.0
356.6
173.4
44.5
13.9
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204.7
207.4
210.7
214.4
219.1
228.0
237.5
246.3
255.6
268.5
281.8
295.8
309.0
323.0
337.9
351.0
363.0
376.1
388.1
401.2
413.3
425.5
436.6
457.6
475.5
486.6
494.8
497.6
491.3
468.4
377.7
172.5
38.1
11.8
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204.7
208.2
211.5
215.3
220.2
229.1
239.0
248.3
258.3
271.5
286.5
300.7
315.9
330.1
345.0
358.1
371.2
385.2
399.2
412.3
426.5
443.7
460.6
477.6
495.7
510.9
530.7
533.2
523.7
495.6
391.6
174.5
32.8
9.7
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204.7
208.5
211.7
216.4
221.2
230.1
240.5
250.4
260.6
274.6
289.6
304.8
320.8
336.8
352.0
367.1
381.3
396.2
410.2
426.5
442.6
461.6
477.6
498.7
520.9
541.9
555.2
554.8
544.2
511.8
407.3
171.3
29.4
8.7
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204.7
208.5
212.5
216.5
222.2
231.2
242.1
252.1
263.4
277.4
292.7
308.8
324.9
341.9
357.9
374.0
390.0
405.1
420.3
439.3
457.5
475.6
493.9
516.9
541.8
564.5
574.1
572.5
557.5
513.6
400.7
170.2
25.2
8.7
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204.7
208.5
212.5
217.4
223.3
232.8
243.2
253.5
265.5
279.5
295.8
312.8
330.0
346.8
363.1
380.1
397.2
413.2
430.4
448.4
469.6
491.7
514.8
536.8
559.7
579.4
591.9
584.8
558.3
497.0
374.1
159.5
22.0
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204.7
208.5
212.6
218.4
223.6
233.8
244.2
255.3
267.2
281.6
298.4
315.7
333.9
350.9
369.0
386.1
404.0
421.3
439.4
459.6
481.4
502.6
524.9
551.0
575.8
596.3
604.2
585.7
541.8
458.3
323.5
149.3
19.1
6.7
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204.7
208.6
212.6
218.6
224.4
233.9
244.9
256.0
268.3
283.5
299.5
317.6
336.5
354.8
372.7
390.9
408.1
428.2
447.2
468.4
489.5
514.7
541.8
567.5
589.5
604.8
606.4
576.4
514.0
408.8
277.7
129.0
17.1
5.6
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204.7
208.6
212.8
218.7
224.8
234.4
244.9
256.3
269.2
284.3
300.3
318.4
337.6
356.7
374.8
393.8
413.0
433.0
452.3
474.4
497.4
521.7
547.6
572.5
597.0
608.1
600.2
552.3
467.5
341.9
192.5
85.1
15.5
5.6
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204.7
208.6
213.7
218.7
224.9
234.9
245.0
257.1
269.4
284.5
300.4
318.5
338.6
357.6
376.8
395.9
415.1
436.2
457.3
479.4
502.6
529.7
555.5
578.1
595.4
601.1
581.2
503.9
398.9
270.5
148.2
57.0
11.8
3.7
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204.7
208.9
213.7
219.6
225.5
235.0
245.4
257.1
270.3
285.4
300.4
318.6
338.7
357.7
377.8
397.8
417.9
439.0
460.1
483.3
507.2
532.4
557.2
576.7
588.7
583.8
547.6
441.8
328.3
192.3
89.5
36.4
10.2
3.7
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204.7
209.7
213.7
219.7
225.8
235.1
246.2
257.2
270.3
285.2
300.5
318.5
338.6
357.6
377.8
397.9
417.9
439.1
461.3
484.2
507.3
532.3
555.8
572.1
577.6
556.9
500.0
369.1
226.7
130.1
57.3
25.3
9.4
3.7
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204.7
209.6
213.8
219.8
225.9
235.1
245.8
257.2
270.3
284.4
300.4
317.6
337.6
356.7
376.7
397.8
417.9
440.1
462.1
484.1
507.1
529.9
549.5
560.4
555.9
510.9
427.1
282.8
142.3
79.0
39.6
17.9
8.5
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239.7
242.7
244.8
247.8
250.8
253.9
257.9
261.5
257.8
224.5
118.7
40.1
33.3
28.5
24.6
21.6
17.7
14.7
11.7
8.7
5.6
2.7
0.8
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
0.0
]]
0