%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 63 0 R 115 0 R 172 0 R 229 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Locandina - blue
2019-02-28T16:18:43+01:00
2019-02-28T16:18:43+01:00
2019-02-26T11:32:29+01:00
Adobe Illustrator CC 23.0 (Macintosh)
164
256
JPEG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uuid:5970d449-df11-d347-b2fc-42b6fedf351f
xmp.did:892124c1-89fa-4f37-8bc0-c2ea7e873cf4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:61ca5a04-111b-4d39-9b6c-407dbb18b904
xmp.did:61ca5a04-111b-4d39-9b6c-407dbb18b904
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4f5347b0-1b23-4588-9c22-b0ffc00775e1
2019-02-24T23:11:46+01:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:892124c1-89fa-4f37-8bc0-c2ea7e873cf4
2019-02-26T11:32:28+01:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
True
True
1
297.000000
420.000000
Millimeters
BrandonGrotesque-Medium
Brandon Grotesque
Medium
Open Type
Version 001.000
False
Brandon_med.otf
BrandonGrotesque-Light
Brandon Grotesque
Light
TrueType
Version 001.000
False
brandon-grotesque-light.ttf
BrandonGrotesque-Regular
Brandon Grotesque
Regular
TrueType
Version 1.000;
False
BrandonGrotesque-Regular.ttf
BrandonGrotesque-Black
Brandon Grotesque
Black
TrueType
Version 1.000;
False
BrandonGrotesque-Black.ttf
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
Bianco
RGB
PROCESS
255
255
255
Nero
RGB
PROCESS
29
29
27
Rosso CMYK
RGB
PROCESS
227
6
19
Giallo CMYK
RGB
PROCESS
255
237
0
Verde CMYK
RGB
PROCESS
0
150
64
Cyan CMYK
RGB
PROCESS
0
159
227
Blu CMYK
RGB
PROCESS
49
39
131
Magenta CMYK
RGB
PROCESS
230
0
126
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
22
34
C=0 M=90 Y=85 K=0
RGB
PROCESS
230
51
42
C=0 M=80 Y=95 K=0
RGB
PROCESS
233
78
27
C=0 M=50 Y=100 K=0
RGB
PROCESS
243
146
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
249
178
51
C=5 M=0 Y=90 K=0
RGB
PROCESS
252
234
16
C=20 M=0 Y=100 K=0
RGB
PROCESS
222
220
0
C=50 M=0 Y=100 K=0
RGB
PROCESS
149
193
31
C=75 M=0 Y=100 K=0
RGB
PROCESS
58
170
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
47
172
102
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
161
154
C=70 M=15 Y=0 K=0
RGB
PROCESS
54
169
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
29
113
184
C=100 M=95 Y=5 K=0
RGB
PROCESS
45
46
131
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
131
C=50 M=100 Y=0 K=0
RGB
PROCESS
149
27
129
C=35 M=100 Y=35 K=10
RGB
PROCESS
163
25
91
C=10 M=100 Y=50 K=0
RGB
PROCESS
214
11
82
C=0 M=95 Y=20 K=0
RGB
PROCESS
231
29
115
C=25 M=25 Y=40 K=0
RGB
PROCESS
203
187
160
C=40 M=45 Y=50 K=5
RGB
PROCESS
164
138
123
C=50 M=50 Y=60 K=25
RGB
PROCESS
123
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
202
158
103
C=30 M=50 Y=75 K=10
RGB
PROCESS
177
127
74
C=35 M=60 Y=80 K=25
RGB
PROCESS
147
96
55
C=40 M=65 Y=90 K=35
RGB
PROCESS
125
78
36
C=40 M=70 Y=100 K=50
RGB
PROCESS
104
60
17
C=50 M=70 Y=80 K=70
RGB
PROCESS
67
41
24
Grigi
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
112
111
111
C=0 M=0 Y=0 K=60
RGB
PROCESS
135
135
135
C=0 M=0 Y=0 K=50
RGB
PROCESS
157
157
156
C=0 M=0 Y=0 K=40
RGB
PROCESS
178
178
178
C=0 M=0 Y=0 K=30
RGB
PROCESS
198
198
198
C=0 M=0 Y=0 K=20
RGB
PROCESS
218
218
218
C=0 M=0 Y=0 K=10
RGB
PROCESS
237
237
237
C=0 M=0 Y=0 K=5
RGB
PROCESS
246
246
246
Vivaci
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
227
6
19
C=0 M=75 Y=100 K=0
RGB
PROCESS
234
91
12
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
0
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
152
58
C=100 M=90 Y=0 K=0
RGB
PROCESS
39
52
139
C=60 M=90 Y=0 K=0
RGB
PROCESS
130
54
140
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 238 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
231 0 obj
<>stream
HWM$Gϯaz+$ym-l? !8<9"DDVuσ3]]Qoz!l}]^m}ı͗߆_mc3a/%n?G,2>?Hzbur~W!ć610]s\[w=]ůۜks~~kO>rSv|5t=(ֹR}ۤ\RXu>쾭yi4|1MW\ac^s7MϽ{2Kn