%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
LuminaireLabel_8034_Roma_Issue1
2017-04-20T10:30:18+01:00
2017-04-20T10:30:18+01:00
2017-04-20T10:30:18+01:00
Adobe Illustrator CC 2017 (Macintosh)
184
256
JPEG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:0f1ef500-c270-9d4d-ab45-b83202718118
xmp.did:45488fdc-94ad-4d7a-8ab3-332c240965e2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:8f0ecbb4-d9c9-e84a-803e-30df1b8782de
xmp.did:1cc8a95b-9093-4dcf-8d57-bef698b69c6c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:5A6BE04B7A2068118083C58D132EDD2D
2014-04-11T17:20:34+01:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:45488fdc-94ad-4d7a-8ab3-332c240965e2
2017-04-20T10:30:16+01:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
False
1
210.001661
296.999977
Millimeters
BrownStd-Thin
BrownStd
Thin
Open Type
Version 1.001; build 0014
False
BrownStd-Thin.otf
BrownStd-Light
BrownStd
Light
Open Type
Version 1.001; build 0014
False
BrownStd-Light.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
29
29
27
CMYK Red
RGB
PROCESS
226
6
19
CMYK Yellow
RGB
PROCESS
255
236
0
CMYK Green
RGB
PROCESS
0
149
64
CMYK Cyan
RGB
PROCESS
0
158
226
CMYK Blue
RGB
PROCESS
49
39
130
CMYK Magenta
RGB
PROCESS
229
0
126
C=15 M=100 Y=90 K=10
RGB
PROCESS
189
22
34
C=0 M=90 Y=85 K=0
RGB
PROCESS
229
51
42
C=0 M=80 Y=95 K=0
RGB
PROCESS
232
78
27
C=0 M=50 Y=100 K=0
RGB
PROCESS
242
145
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
248
177
51
C=5 M=0 Y=90 K=0
RGB
PROCESS
252
234
13
C=20 M=0 Y=100 K=0
RGB
PROCESS
221
219
0
C=50 M=0 Y=100 K=0
RGB
PROCESS
147
192
31
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
169
53
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
141
54
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
102
51
C=75 M=0 Y=75 K=0
RGB
PROCESS
45
171
102
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
160
153
C=70 M=15 Y=0 K=0
RGB
PROCESS
53
168
224
C=85 M=50 Y=0 K=0
RGB
PROCESS
29
112
183
C=100 M=95 Y=5 K=0
RGB
PROCESS
45
46
130
C=100 M=100 Y=25 K=25
RGB
PROCESS
41
35
92
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
36
130
C=50 M=100 Y=0 K=0
RGB
PROCESS
148
27
128
C=35 M=100 Y=35 K=10
RGB
PROCESS
162
25
91
C=10 M=100 Y=50 K=0
RGB
PROCESS
214
11
81
C=0 M=95 Y=20 K=0
RGB
PROCESS
230
27
114
C=25 M=25 Y=40 K=0
RGB
PROCESS
202
186
159
C=40 M=45 Y=50 K=5
RGB
PROCESS
163
137
122
C=50 M=50 Y=60 K=25
RGB
PROCESS
122
106
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
99
78
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
201
157
102
C=30 M=50 Y=75 K=10
RGB
PROCESS
177
127
73
C=35 M=60 Y=80 K=25
RGB
PROCESS
146
95
54
C=40 M=65 Y=90 K=35
RGB
PROCESS
126
78
36
C=40 M=70 Y=100 K=50
RGB
PROCESS
104
59
17
C=50 M=70 Y=80 K=70
RGB
PROCESS
66
41
24
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
29
29
27
C=0 M=0 Y=0 K=90
RGB
PROCESS
60
60
59
C=0 M=0 Y=0 K=80
RGB
PROCESS
87
87
86
C=0 M=0 Y=0 K=70
RGB
PROCESS
111
111
110
C=21 M=0 Y=0 K=60
RGB
PROCESS
112
126
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
156
155
155
C=0 M=0 Y=0 K=40
RGB
PROCESS
177
177
177
C=0 M=0 Y=0 K=30
RGB
PROCESS
198
198
197
C=0 M=0 Y=0 K=20
RGB
PROCESS
217
217
217
C=0 M=0 Y=0 K=10
RGB
PROCESS
236
236
236
C=0 M=0 Y=0 K=5
RGB
PROCESS
245
245
245
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
226
6
19
C=0 M=75 Y=100 K=0
RGB
PROCESS
233
90
12
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
221
0
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
151
58
C=100 M=90 Y=0 K=0
RGB
PROCESS
40
52
138
C=60 M=90 Y=0 K=0
RGB
PROCESS
129
53
138
Adobe PDF library 15.00
21.0.2
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>
endobj
13 0 obj
<>
endobj
14 0 obj
<>
endobj
25 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 35 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
26 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 37 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
27 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 39 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
28 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 41 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
29 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 43 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
30 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 45 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
44 0 obj
<>stream
HWn}߯G26oy4m0 AfEY2J,*!6m ;SS\.KzuqyRK*o>.Kܯ.~._wVܫ|(Ewnw?|<_;{nWGw-m;?nΓmo80n_?'xͽ{Kۛۧo?~