%PDF-1.3
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
9 emmedue.definitivo
2019-02-04T09:56:50+01:00
2019-02-04T09:56:50+01:00
2019-02-04T09:56:50+01:00
Adobe Illustrator CC (Macintosh)
256
92
JPEG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:1d1e86d3-7f12-534b-9663-f1ba6e573b95
xmp.did:279a3ada-20ad-43e4-be34-301cc1768b18
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:20ea4baa-4252-e34e-b5ef-5df8b8e51ec1
xmp.did:5337a9c7-03da-47e3-95b6-72747af15d78
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:bafa9f86-4b33-4b8f-b876-eaf38c308cba
2019-01-04T17:34:14+01:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:279a3ada-20ad-43e4-be34-301cc1768b18
2019-02-04T09:56:04+01:00
Adobe Illustrator CC (Macintosh)
/
/Volumes/LORENA/trofeo emmedue 2019/9 emmedue -interno.psd
xmp.did:670e7708-ac68-4586-a8b0-fa92139be913
xmp.iid:28e04b2a-7d10-460e-beeb-6afe822c91a7
/Volumes/LORENA/trofeo emmedue 2019/9 emmedue - esterno.psd
xmp.did:2f85ccc9-3e26-4436-ae8b-6154eee0444c
xmp.iid:d42a0c75-8299-4520-8f99-01ad0d7490ca
EmbedByReference
/Users/emmedue/Desktop/trofeo emmedue 2019/programma 9° trofeo emmedue/9 emmedue -interno.psd
EmbedByReference
/Users/emmedue/Desktop/trofeo emmedue 2019/programma 9° trofeo emmedue/9 emmedue - esterno.psd
Print
False
False
1
29.700008
21.000156
Centimeters
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
0
0
0
CMYK Red
RGB
PROCESS
255
0
0
CMYK Yellow
RGB
PROCESS
255
255
0
CMYK Green
RGB
PROCESS
0
136
55
CMYK Cyan
RGB
PROCESS
1
160
198
CMYK Blue
RGB
PROCESS
19
0
124
CMYK Magenta
RGB
PROCESS
240
4
127
C=15 M=100 Y=90 K=10
RGB
PROCESS
194
0
11
C=0 M=90 Y=85 K=0
RGB
PROCESS
253
26
22
C=0 M=80 Y=95 K=0
RGB
PROCESS
254
51
10
C=0 M=50 Y=100 K=0
RGB
PROCESS
255
128
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
254
166
33
C=5 M=0 Y=90 K=0
RGB
PROCESS
242
249
28
C=20 M=0 Y=100 K=0
RGB
PROCESS
204
231
11
C=50 M=0 Y=100 K=0
RGB
PROCESS
128
196
28
C=75 M=0 Y=100 K=0
RGB
PROCESS
64
166
41
C=85 M=10 Y=100 K=10
RGB
PROCESS
35
125
38
C=90 M=30 Y=95 K=30
RGB
PROCESS
18
73
29
C=75 M=0 Y=75 K=0
RGB
PROCESS
65
170
84
C=80 M=10 Y=45 K=0
RGB
PROCESS
52
153
128
C=70 M=15 Y=0 K=0
RGB
PROCESS
79
160
202
C=85 M=50 Y=0 K=0
RGB
PROCESS
46
88
166
C=100 M=95 Y=5 K=0
RGB
PROCESS
17
11
121
C=100 M=100 Y=25 K=25
RGB
PROCESS
11
1
70
C=75 M=100 Y=0 K=0
RGB
PROCESS
74
1
125
C=50 M=100 Y=0 K=0
RGB
PROCESS
130
2
126
C=35 M=100 Y=35 K=10
RGB
PROCESS
147
1
74
C=10 M=100 Y=50 K=0
RGB
PROCESS
224
1
63
C=0 M=95 Y=20 K=0
RGB
PROCESS
244
19
107
C=25 M=25 Y=40 K=0
RGB
PROCESS
190
172
131
C=40 M=45 Y=50 K=5
RGB
PROCESS
145
111
93
C=50 M=50 Y=60 K=25
RGB
PROCESS
96
75
59
C=55 M=60 Y=65 K=40
RGB
PROCESS
69
47
39
C=25 M=40 Y=65 K=0
RGB
PROCESS
190
137
74
C=30 M=50 Y=75 K=10
RGB
PROCESS
160
100
47
C=35 M=60 Y=80 K=25
RGB
PROCESS
124
65
30
C=40 M=65 Y=90 K=35
RGB
PROCESS
99
48
15
C=40 M=70 Y=100 K=50
RGB
PROCESS
77
31
3
C=50 M=70 Y=80 K=70
RGB
PROCESS
38
18
11
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
0
0
0
C=0 M=0 Y=0 K=90
RGB
PROCESS
26
26
26
C=0 M=0 Y=0 K=80
RGB
PROCESS
51
51
51
C=0 M=0 Y=0 K=70
RGB
PROCESS
77
77
77
C=0 M=0 Y=0 K=60
RGB
PROCESS
102
102
102
C=0 M=0 Y=0 K=50
RGB
PROCESS
128
128
128
C=0 M=0 Y=0 K=40
RGB
PROCESS
153
153
153
C=0 M=0 Y=0 K=30
RGB
PROCESS
179
179
179
C=0 M=0 Y=0 K=20
RGB
PROCESS
204
204
204
C=0 M=0 Y=0 K=10
RGB
PROCESS
229
229
229
C=0 M=0 Y=0 K=5
RGB
PROCESS
242
242
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
255
0
0
C=0 M=75 Y=100 K=0
RGB
PROCESS
255
64
0
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
230
16
C=85 M=10 Y=100 K=0
RGB
PROCESS
39
138
42
C=100 M=90 Y=0 K=0
RGB
PROCESS
17
17
131
C=60 M=90 Y=0 K=0
RGB
PROCESS
107
22
135
Adobe PDF library 10.01
21.0.0
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>>>/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
6 0 obj
<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
9 0 obj
<>stream
H!0}^q $%mAx ,_PUbo(M9xpM_pMN]K ,j${qi
0 e
endstream
endobj
11 0 obj
<>stream
Hnua.a餔Z\`i0
aEE+iHAB)Sa4C@XzoF;\