%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Orario
2018-04-24T19:26:02+02:00
2018-04-24T19:26:02+02:00
2018-04-24T19:26:02+02:00
Adobe Illustrator CS6 (Windows)
256
168
JPEG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:b0400ff4-9579-4e47-b234-2a54e3eca9a6
xmp.did:851DC07AE447E811A9B4D24765B6F0FF
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:841DC07AE447E811A9B4D24765B6F0FF
xmp.did:841DC07AE447E811A9B4D24765B6F0FF
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:841DC07AE447E811A9B4D24765B6F0FF
2018-04-24T19:25:27+02:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:851DC07AE447E811A9B4D24765B6F0FF
2018-04-24T19:25:57+02:00
Adobe Illustrator CS6 (Windows)
/
Print
False
False
1
841.889648
595.280273
Pixels
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
Bianco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Nero
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rosso CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Giallo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cyan CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Blu CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Grigi
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Vivaci
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Properties<>>>/Thumb 10 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
8 0 obj
<>stream
H\WI$K)1oi$VH/afCWmCho??2m9}\ ?_{~#JwNѮ_/.oS<5n V]+%^1OIGÝ[[SGC|ީ5gZηۯo ʤKjIP+m띱/+<P9i,]m^@6X2!Nc_}[
L9sǬܽI0`q%c; ]vdXOphбoH?;Ck`iJSX
,qͻ;
FpKt
R=Fh7Vj0݆" 4?p5!]{bed3J]Fi312+Qi!K4fPo|ٷA pQWN\t#| QP-8]:K
r{,6GޏIfhHKi՝S`gmw\k@ˡ#x,%tGPEJF AMi`2ˋ!D