%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
LuminaireLabel_7407_Ariana_Issue3
2015-06-12T12:52:01+01:00
2015-06-12T12:52:01+01:00
2015-06-12T12:52:01+01:00
Adobe Illustrator CS6 (Macintosh)
184
256
JPEG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uuid:41ef564d-4f18-834d-b0c3-e07330da17ba
xmp.did:C41A34E0212068118C14EEA032038948
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:C31A34E0212068118C14EEA032038948
xmp.did:C31A34E0212068118C14EEA032038948
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:5A6BE04B7A2068118083C58D132EDD2D
2014-04-11T17:20:34+01:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:C41A34E0212068118C14EEA032038948
2015-06-12T12:51:58+01:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
False
1
210.001652
297.000132
Millimeters
BrownStd-Thin
BrownStd
Thin
Open Type
Version 1.001; build 0014
False
BrownStd-Thin.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
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=0 M=0 Y=0 K=60
RGB
PROCESS
134
134
134
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 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>
endobj
6 0 obj
<>
endobj
7 0 obj
<>
endobj
18 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
19 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
20 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
21 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
22 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
23 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
32 0 obj
<>stream
HWɎW>t23\|9!|Ȫa4銬X_lv+Շ'i#KNؚV7߽\>eWV=ymfiy+=>#דq9'z;_-Ь\mt7BZKm~4z_T&s? )k? z?gn,1,}Z/o+|~ )wǼ<*
kגv(MC|a{" ןI/\f"9ـ,Xc`Q0ΌgM"CeMqG_5p0JƊp>n è#i\d=z\j=P!y0zTZ!共/2ws-l}8;RHOFwDuYkj.ZBhG"